From 2487d34a391aad00e9165e3d0e2938f531943945 Mon Sep 17 00:00:00 2001 From: brianlball Date: Tue, 17 Mar 2026 12:59:32 -0500 Subject: [PATCH 01/16] Add EMS actuator for CondFD sky longwave radiation override Add "CondFD Surface / Sky Longwave Radiation Override" EMS actuator that replaces the hsky*(Tsky-Tsurf) term in ExteriorBCEqns with a user-supplied net sky radiation flux (W/m2). Positive = heat into surface. Header: add enetActuator field (MaterialActuatorData) to SurfaceDataFD. Source changes: - InitHeatBalFiniteDiff: register actuator + output variable for each exterior CondFD surface - ExteriorBCEqns: override sky term in all 6 locations when actuated: 1. R-layer (massless wall) 2. Crank-Nicolson 2nd order 3. Fully implicit 1st order 4. Movable insulation TInsulOut 5. QNetSurfFromOutside 6. SurfQdotRadOutRepPerArea When actuated, hsky*Tsky is replaced by Enet in numerators and hsky is removed from denominators (Enet is a fixed flux, not temperature-dependent). When not actuated, existing behavior is completely unchanged. --- src/EnergyPlus/HeatBalFiniteDiffManager.cc | 86 ++++++++++++++++++---- src/EnergyPlus/HeatBalFiniteDiffManager.hh | 1 + 2 files changed, 72 insertions(+), 15 deletions(-) diff --git a/src/EnergyPlus/HeatBalFiniteDiffManager.cc b/src/EnergyPlus/HeatBalFiniteDiffManager.cc index 17adb5fe11c..6b940bec8a7 100644 --- a/src/EnergyPlus/HeatBalFiniteDiffManager.cc +++ b/src/EnergyPlus/HeatBalFiniteDiffManager.cc @@ -1038,6 +1038,24 @@ namespace HeatBalFiniteDiffManager { OutputProcessor::Group::Building, OutputProcessor::EndUseCat::Heating); } + + // Setup EMS Actuator for Sky LW Radiation Override (per-surface) + if (state.dataSurface->Surface(SurfNum).ExtBoundCond == DataSurfaces::ExternalEnvironment) { + EnergyPlus::SetupEMSActuator(state, + "CondFD Surface", + state.dataSurface->Surface(SurfNum).Name, + "Sky Longwave Radiation Override", + "[W/m2]", + SurfaceFD(SurfNum).enetActuator.isActuated, + SurfaceFD(SurfNum).enetActuator.actuatedValue); + SetupOutputVariable(state, + "CondFD EMS Sky Longwave Radiation Override Heat Flux", + Constant::Units::W_m2, + SurfaceFD(SurfNum).enetActuator.actuatedValue, + OutputProcessor::TimeStepType::Zone, + OutputProcessor::StoreType::Average, + state.dataSurface->Surface(SurfNum).Name); + } } int TotNodes = ConstructFD(state.dataSurface->Surface(SurfNum).Construction).TotNodes; // Full size nodes, start with outside face. @@ -1707,6 +1725,7 @@ namespace HeatBalFiniteDiffManager { Real64 const Toa(state.dataMstBal->TempOutsideAirFD(Surf)); Real64 const Tgnd(Tgndsurface); Real64 const Tsurr(TsurrSurface); + auto const &enetAct = s_hbfd->SurfaceFD(Surf).enetActuator; if (surface.HeatTransferAlgorithm == DataSurfaces::HeatTransferModel::CondFD) { @@ -1724,8 +1743,13 @@ namespace HeatBalFiniteDiffManager { if (mat->ROnly || mat->group == Material::Group::AirGap) { // R Layer or Air Layer ********** // Use algebraic equation for TDT based on R Real64 const Rlayer(mat->Resistance); - TDT_i = (TDT_p + (QRadSWOutFD + hgnd * Tgnd + (hconvo + hrad) * Toa + hsky * Tsky + hsurr * Tsurr) * Rlayer) / - (1.0 + (hconvo + hgnd + hrad + hsky + hsurr) * Rlayer); + if (enetAct.isActuated) { + TDT_i = (TDT_p + (QRadSWOutFD + hgnd * Tgnd + (hconvo + hrad) * Toa + enetAct.actuatedValue + hsurr * Tsurr) * Rlayer) / + (1.0 + (hconvo + hgnd + hrad + hsurr) * Rlayer); + } else { + TDT_i = (TDT_p + (QRadSWOutFD + hgnd * Tgnd + (hconvo + hrad) * Toa + hsky * Tsky + hsurr * Tsurr) * Rlayer) / + (1.0 + (hconvo + hgnd + hrad + hsky + hsurr) * Rlayer); + } } else { // Regular or phase change material layer @@ -1793,17 +1817,31 @@ namespace HeatBalFiniteDiffManager { if (s_hbfd->CondFDSchemeType == CondFDScheme::CrankNicholsonSecondOrder) { // Second Order equation Real64 const Cp_DelX_RhoS_2Delt(Cp * DelX * RhoS / (2.0 * Delt)); Real64 const kt_2DelX(kt / (2.0 * DelX)); - Real64 const hsum(0.5 * (hconvo + hgnd + hrad + hsky + hsurr)); - TDT_i = (QRadSWOutFD + Cp_DelX_RhoS_2Delt * TD_i + kt_2DelX * (TDT_p - TD_i + TD(i + 1)) + hgnd * Tgnd + - (hconvo + hrad) * Toa + hsky * Tsky + hsurr * Tsurr - hsum * TD_i) / - (hsum + kt_2DelX + Cp_DelX_RhoS_2Delt); + if (enetAct.isActuated) { + Real64 const hsum(0.5 * (hconvo + hgnd + hrad + hsurr)); + TDT_i = (QRadSWOutFD + Cp_DelX_RhoS_2Delt * TD_i + kt_2DelX * (TDT_p - TD_i + TD(i + 1)) + hgnd * Tgnd + + (hconvo + hrad) * Toa + enetAct.actuatedValue + hsurr * Tsurr - hsum * TD_i) / + (hsum + kt_2DelX + Cp_DelX_RhoS_2Delt); + } else { + Real64 const hsum(0.5 * (hconvo + hgnd + hrad + hsky + hsurr)); + TDT_i = (QRadSWOutFD + Cp_DelX_RhoS_2Delt * TD_i + kt_2DelX * (TDT_p - TD_i + TD(i + 1)) + hgnd * Tgnd + + (hconvo + hrad) * Toa + hsky * Tsky + hsurr * Tsurr - hsum * TD_i) / + (hsum + kt_2DelX + Cp_DelX_RhoS_2Delt); + } } else if (s_hbfd->CondFDSchemeType == CondFDScheme::FullyImplicitFirstOrder) { // First Order Real64 const Two_Delt_DelX(2.0 * Delt_DelX); Real64 const Cp_DelX2_RhoS(Cp * pow_2(DelX) * RhoS); Real64 const Two_Delt_kt(2.0 * Delt * kt); - TDT_i = (Two_Delt_DelX * (QRadSWOutFD + hgnd * Tgnd + (hconvo + hrad) * Toa + hsky * Tsky + hsurr * Tsurr) + + if (enetAct.isActuated) { + TDT_i = + (Two_Delt_DelX * (QRadSWOutFD + hgnd * Tgnd + (hconvo + hrad) * Toa + enetAct.actuatedValue + hsurr * Tsurr) + Cp_DelX2_RhoS * TD_i + Two_Delt_kt * TDT_p) / - (Two_Delt_DelX * (hconvo + hgnd + hrad + hsky + hsurr) + Two_Delt_kt + Cp_DelX2_RhoS); + (Two_Delt_DelX * (hconvo + hgnd + hrad + hsurr) + Two_Delt_kt + Cp_DelX2_RhoS); + } else { + TDT_i = (Two_Delt_DelX * (QRadSWOutFD + hgnd * Tgnd + (hconvo + hrad) * Toa + hsky * Tsky + hsurr * Tsurr) + + Cp_DelX2_RhoS * TD_i + Two_Delt_kt * TDT_p) / + (Two_Delt_DelX * (hconvo + hgnd + hrad + hsky + hsurr) + Two_Delt_kt + Cp_DelX2_RhoS); + } } } else { // HMovInsul > 0.0: Transparent insulation on outside @@ -1811,9 +1849,16 @@ namespace HeatBalFiniteDiffManager { // Movable Insulation Layer Outside surface temp - Real64 const TInsulOut( - (QRadSWOutMvInsulFD + hgnd * Tgnd + HMovInsul * TDT_i + (hconvo + hrad) * Toa + hsky * Tsky + hsurr * Tsurr) / - (hconvo + hgnd + HMovInsul + hrad + hsky + hsurr)); // Temperature of outside face of Outside Insulation + Real64 TInsulOut; + if (enetAct.isActuated) { + TInsulOut = + (QRadSWOutMvInsulFD + hgnd * Tgnd + HMovInsul * TDT_i + (hconvo + hrad) * Toa + enetAct.actuatedValue + hsurr * Tsurr) / + (hconvo + hgnd + HMovInsul + hrad + hsurr); + } else { + TInsulOut = + (QRadSWOutMvInsulFD + hgnd * Tgnd + HMovInsul * TDT_i + (hconvo + hrad) * Toa + hsky * Tsky + hsurr * Tsurr) / + (hconvo + hgnd + HMovInsul + hrad + hsky + hsurr); + } Real64 const Two_Delt_DelX(2.0 * Delt_DelX); Real64 const Cp_DelX2_RhoS(Cp * pow_2(DelX) * RhoS); Real64 const Two_Delt_kt(2.0 * Delt * kt); @@ -1844,15 +1889,26 @@ namespace HeatBalFiniteDiffManager { // One formulation that works for Fully Implicit and CrankNicholson and massless wall Real64 const Toa_TDT_i(Toa - TDT_i); - Real64 const QNetSurfFromOutside( - QRadSWOutFD + (hgnd * (-TDT_i + Tgnd) + (hconvo + hrad) * Toa_TDT_i + hsky * (-TDT_i + Tsky) + hsurr * (-TDT_i + Tsurr))); + Real64 QNetSurfFromOutside; + if (enetAct.isActuated) { + QNetSurfFromOutside = + QRadSWOutFD + (hgnd * (-TDT_i + Tgnd) + (hconvo + hrad) * Toa_TDT_i + enetAct.actuatedValue + hsurr * (-TDT_i + Tsurr)); + } else { + QNetSurfFromOutside = + QRadSWOutFD + (hgnd * (-TDT_i + Tgnd) + (hconvo + hrad) * Toa_TDT_i + hsky * (-TDT_i + Tsky) + hsurr * (-TDT_i + Tsurr)); + } // Same sign convention as CTFs state.dataHeatBalSurf->SurfOpaqOutFaceCondFlux(Surf) = -QNetSurfFromOutside; // Report all outside BC heat fluxes - state.dataHeatBalSurf->SurfQdotRadOutRepPerArea(Surf) = - -(hgnd * (TDT_i - Tgnd) + hrad * (-Toa_TDT_i) + hsky * (TDT_i - Tsky) + hsurr * (TDT_i - Tsurr)); + if (enetAct.isActuated) { + state.dataHeatBalSurf->SurfQdotRadOutRepPerArea(Surf) = + -(hgnd * (TDT_i - Tgnd) + hrad * (-Toa_TDT_i) + (-enetAct.actuatedValue) + hsurr * (TDT_i - Tsurr)); + } else { + state.dataHeatBalSurf->SurfQdotRadOutRepPerArea(Surf) = + -(hgnd * (TDT_i - Tgnd) + hrad * (-Toa_TDT_i) + hsky * (TDT_i - Tsky) + hsurr * (TDT_i - Tsurr)); + } state.dataHeatBalSurf->SurfQdotRadOutRep(Surf) = surface.Area * state.dataHeatBalSurf->SurfQdotRadOutRepPerArea(Surf); state.dataHeatBalSurf->SurfQRadOutReport(Surf) = state.dataHeatBalSurf->SurfQdotRadOutRep(Surf) * state.dataGlobal->TimeStepZoneSec; diff --git a/src/EnergyPlus/HeatBalFiniteDiffManager.hh b/src/EnergyPlus/HeatBalFiniteDiffManager.hh index 69a77d3f998..b036667838c 100644 --- a/src/EnergyPlus/HeatBalFiniteDiffManager.hh +++ b/src/EnergyPlus/HeatBalFiniteDiffManager.hh @@ -166,6 +166,7 @@ namespace HeatBalFiniteDiffManager { // Includes the EMS heat source Array1D heatSourceEMSFluxLayerReport; Array1D heatSourceEMSFluxEnergyLayerReport; + MaterialActuatorData enetActuator; // Sky LW radiation EMS override [W/m2] // Default Constructor SurfaceDataFD() : SourceNodeNum(0), QSource(0.0), GSloopCounter(0), MaxNodeDelTemp(0.0), EnthalpyM(0.0), EnthalpyF(0.0), PhaseChangeState(0) From 05466ff9fad9a18334cbd615a0bd36e792b16101 Mon Sep 17 00:00:00 2001 From: brianlball Date: Tue, 17 Mar 2026 12:59:57 -0500 Subject: [PATCH 02/16] Add unit test for CondFD sky LW actuator override Test HeatBalFiniteDiffManager_EnetActuatorOverride exercises ExteriorBCEqns directly with a single-layer concrete surface under FullyImplicitFirstOrder. Four sub-cases: - Actuator OFF: baseline sky radiation via hsky*(Tsky-Tsurf) - Actuator ON, Enet=0: no sky LW exchange, surface warmer than baseline - Actuator ON, Enet=-200: strong sky cooling, surface colder than baseline - Actuator ON, Enet=+200: sky heats surface, warmest case Verifies temperature ordering: Enet=-200 < baseline < Enet=0 < Enet=+200 --- .../unit/HeatBalFiniteDiffManager.unit.cc | 260 ++++++++++++++++++ 1 file changed, 260 insertions(+) diff --git a/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc b/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc index 9b1a4757839..891174b47df 100644 --- a/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc +++ b/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc @@ -55,6 +55,8 @@ #include #include #include +#include +#include #include #include #include @@ -897,4 +899,262 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_setSizeMaxPropertiesTest) EXPECT_EQ(functionAnswer, expectedAnswer); } +TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) +{ + // Test that the sky LW radiation EMS actuator correctly modifies ExteriorBCEqns behavior. + // Uses FullyImplicitFirstOrder scheme with a single-layer concrete surface. + // Compares: actuator OFF (baseline), ON with Enet=0 (no sky cooling), ON with Enet=-200 (strong sky cooling). + + int constexpr SurfNum = 1; + int constexpr TotNodes = 3; + int constexpr TotLayers = 1; + + // Allocate surfaces + state->dataSurface->TotSurfaces = 1; + state->dataSurface->Surface.allocate(1); + auto &surf = state->dataSurface->Surface(SurfNum); + surf.Name = "ZN001:ROOF001"; + surf.HeatTransSurf = true; + surf.HeatTransferAlgorithm = DataSurfaces::HeatTransferModel::CondFD; + surf.ExtBoundCond = DataSurfaces::ExternalEnvironment; + surf.Construction = 1; + surf.Area = 10.0; + surf.Class = DataSurfaces::SurfaceClass::Roof; + + // Construct with one concrete layer + state->dataHeatBal->TotConstructs = 1; + state->dataConstruction->Construct.allocate(1); + auto &constr = state->dataConstruction->Construct(1); + constr.TotLayers = TotLayers; + constr.LayerPoint.allocate(TotLayers); + constr.LayerPoint(1) = 1; + + // Material: HW concrete + auto *mat = new Material::MaterialBase; + mat->Name = "C5 - 4 IN HW CONCRETE"; + mat->group = Material::Group::Regular; + mat->Roughness = Material::SurfaceRoughness::MediumRough; + mat->Thickness = 0.1016; + mat->Conductivity = 1.311; + mat->Density = 2240.0; + mat->SpecHeat = 836.8; + mat->AbsorpThermal = 0.9; + mat->AbsorpSolar = 0.85; + mat->AbsorpVisible = 0.85; + mat->ROnly = false; + mat->hasPCM = false; + state->dataMaterial->materials.push_back(mat); + mat->Num = state->dataMaterial->materials.isize(); + + // CondFD data + auto &s_hbfd = state->dataHeatBalFiniteDiffMgr; + s_hbfd->CondFDSchemeType = CondFDScheme::FullyImplicitFirstOrder; + + // ConstructFD + s_hbfd->ConstructFD.allocate(1); + s_hbfd->ConstructFD(1).TotNodes = TotNodes; + s_hbfd->ConstructFD(1).DelX.allocate(TotLayers); + s_hbfd->ConstructFD(1).DelX(1) = 0.0254; // ~1 inch per node + s_hbfd->ConstructFD(1).NodeNumPoint.allocate(TotLayers); + s_hbfd->ConstructFD(1).NodeNumPoint(1) = TotNodes; + + // MaterialFD + s_hbfd->MaterialFD.allocate(1); + s_hbfd->MaterialFD(1).tk1 = 0.0; + s_hbfd->MaterialFD(1).numTempEnth = 0; + s_hbfd->MaterialFD(1).numTempCond = 0; + // TempCond and TempEnth: 2D arrays with negative sentinel values to skip variable property branches + s_hbfd->MaterialFD(1).TempCond.allocate(2, 3); + s_hbfd->MaterialFD(1).TempCond = -1.0; + s_hbfd->MaterialFD(1).TempEnth.allocate(2, 3); + s_hbfd->MaterialFD(1).TempEnth = -1.0; + + // SurfaceFD + s_hbfd->SurfaceFD.allocate(1); + auto &surfFD = s_hbfd->SurfaceFD(SurfNum); + int const numNodes = TotNodes + 1; // include inside face node + surfFD.T.allocate(numNodes); + surfFD.TOld.allocate(numNodes); + surfFD.TT.allocate(numNodes); + surfFD.Rhov.allocate(numNodes); + surfFD.RhovOld.allocate(numNodes); + surfFD.RhoT.allocate(numNodes); + surfFD.TD.allocate(numNodes); + surfFD.TDT.allocate(numNodes); + surfFD.TDTLast.allocate(numNodes); + surfFD.TDOld.allocate(numNodes); + surfFD.TDreport.allocate(numNodes); + surfFD.RH.allocate(numNodes); + surfFD.RHreport.allocate(numNodes); + surfFD.EnthOld.allocate(numNodes); + surfFD.EnthNew.allocate(numNodes); + surfFD.EnthLast.allocate(numNodes); + surfFD.QDreport.allocate(numNodes); + surfFD.CpDelXRhoS1.allocate(numNodes); + surfFD.CpDelXRhoS2.allocate(numNodes); + surfFD.TDpriortimestep.allocate(numNodes); + surfFD.PhaseChangeState.allocate(numNodes); + surfFD.PhaseChangeStateOld.allocate(numNodes); + surfFD.PhaseChangeStateOldOld.allocate(numNodes); + surfFD.PhaseChangeStateRep.allocate(numNodes); + surfFD.PhaseChangeStateOldRep.allocate(numNodes); + surfFD.PhaseChangeStateOldOldRep.allocate(numNodes); + surfFD.PhaseChangeTemperatureReverse.allocate(numNodes); + surfFD.condMaterialActuators.allocate(TotLayers); + surfFD.specHeatMaterialActuators.allocate(TotLayers); + surfFD.condNodeReport.allocate(numNodes); + surfFD.specHeatNodeReport.allocate(numNodes); + surfFD.heatSourceFluxMaterialActuators.allocate(1); + surfFD.heatSourceInternalFluxLayerReport.allocate(1); + surfFD.heatSourceInternalFluxEnergyLayerReport.allocate(1); + surfFD.heatSourceEMSFluxLayerReport.allocate(1); + surfFD.heatSourceEMSFluxEnergyLayerReport.allocate(1); + + // Initialize arrays + surfFD.T = 20.0; + surfFD.TOld = 20.0; + surfFD.TT = 20.0; + surfFD.Rhov = 0.0; + surfFD.RhovOld = 0.0; + surfFD.RhoT = 0.0; + surfFD.TD = 20.0; + surfFD.TDT = 20.0; + surfFD.TDTLast = 20.0; + surfFD.TDOld = 20.0; + surfFD.TDreport = 20.0; + surfFD.RH = 0.0; + surfFD.RHreport = 0.0; + surfFD.EnthOld = 100.0; + surfFD.EnthNew = 100.0; + surfFD.EnthLast = 100.0; + surfFD.QDreport = 0.0; + surfFD.CpDelXRhoS1 = 0.0; + surfFD.CpDelXRhoS2 = 0.0; + surfFD.TDpriortimestep = 20.0; + surfFD.PhaseChangeState = Material::Phase::Transition; + surfFD.PhaseChangeStateOld = Material::Phase::Transition; + surfFD.PhaseChangeStateOldOld = Material::Phase::Transition; + surfFD.PhaseChangeTemperatureReverse = 50.0; + surfFD.condNodeReport = 0.0; + surfFD.specHeatNodeReport = 0.0; + + // Allocate heat balance surface arrays + state->dataHeatBalSurf->SurfOpaqInsFaceCondFlux.allocate(1); + state->dataHeatBalSurf->SurfOpaqOutFaceCondFlux.allocate(1); + state->dataHeatBalSurf->SurfQdotRadOutRepPerArea.allocate(1); + state->dataHeatBalSurf->SurfQdotRadOutRep.allocate(1); + state->dataHeatBalSurf->SurfQRadOutReport.allocate(1); + state->dataHeatBalSurf->SurfOpaqQRadSWOutAbs.allocate(1); + state->dataHeatBalSurf->SurfQRadSWOutMvIns.allocate(1); + state->dataHeatBalSurf->SurfOpaqInsFaceCondFlux(1) = 0.0; + state->dataHeatBalSurf->SurfOpaqOutFaceCondFlux(1) = 0.0; + state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1) = 0.0; + state->dataHeatBalSurf->SurfQdotRadOutRep(1) = 0.0; + state->dataHeatBalSurf->SurfQRadOutReport(1) = 0.0; + state->dataHeatBalSurf->SurfOpaqQRadSWOutAbs(1) = 0.0; + state->dataHeatBalSurf->SurfQRadSWOutMvIns(1) = 0.0; + + // Allocate moisture balance arrays + state->dataMstBal->TempOutsideAirFD.allocate(1); + state->dataMstBal->RhoVaporAirOut.allocate(1); + state->dataMstBal->HConvExtFD.allocate(1); + state->dataMstBal->HSkyFD.allocate(1); + state->dataMstBal->HGrndFD.allocate(1); + state->dataMstBal->HAirFD.allocate(1); + state->dataMstBal->HSurrFD.allocate(1); + + // Set exterior boundary conditions + Real64 const Toa = 10.0; // outdoor air temp, C + Real64 const Tsky = -20.0; // sky temp, C + state->dataMstBal->TempOutsideAirFD(1) = Toa; + state->dataMstBal->RhoVaporAirOut(1) = 0.005; + state->dataMstBal->HConvExtFD(1) = 10.0; // convection coefficient + state->dataMstBal->HSkyFD(1) = 5.0; // sky radiation coefficient + state->dataMstBal->HGrndFD(1) = 3.0; // ground radiation coefficient + state->dataMstBal->HAirFD(1) = 1.0; // air radiation coefficient + state->dataMstBal->HSurrFD(1) = 0.0; // surrounding surfaces coefficient + + state->dataEnvrn->SkyTemp = Tsky; + state->dataEnvrn->IsRain = false; + state->dataGlobal->TimeStepZoneSec = 600.0; + + // Surface ground temp + surf.UseSurfPropertyGndSurfTemp = false; + surf.SurfHasSurroundingSurfProperty = false; + + // QHeatOutFlux + s_hbfd->QHeatOutFlux.allocate(1); + s_hbfd->QHeatOutFlux(1) = 0.0; + + // ExteriorBCEqns parameters + int const Delt = 600; + int const nodeIdx = 1; // outside face node + int const Lay = 1; // first layer + Real64 const HMovInsul = 0.0; + + // Create local arrays for function call + Array1D T_arr(numNodes, 20.0); + Array1D TT_arr(numNodes, 20.0); + Array1D Rhov_arr(numNodes, 0.0); + Array1D RhoT_arr(numNodes, 0.0); + Array1D RH_arr(numNodes, 0.0); + Array1D TD_arr(numNodes, 20.0); + Array1D TDT_arr(numNodes, 20.0); + Array1D EnthOld_arr(numNodes, 100.0); + Array1D EnthNew_arr(numNodes, 100.0); + + // --- Sub-case 1: Actuator OFF (baseline with sky radiation) --- + surfFD.enetActuator.isActuated = false; + surfFD.enetActuator.actuatedValue = 0.0; + TDT_arr = 20.0; // reset + + ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, + TotNodes, HMovInsul); + + Real64 const TDT_baseline = TDT_arr(nodeIdx); + Real64 const QRad_baseline = state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1); + + // --- Sub-case 2: Actuator ON, Enet=0 (no sky LW exchange) --- + surfFD.enetActuator.isActuated = true; + surfFD.enetActuator.actuatedValue = 0.0; + TDT_arr = 20.0; // reset + + ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, + TotNodes, HMovInsul); + + Real64 const TDT_enet0 = TDT_arr(nodeIdx); + Real64 const QRad_enet0 = state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1); + + // With Enet=0, no sky cooling, so surface should be warmer than baseline (where sky cools it) + EXPECT_GT(TDT_enet0, TDT_baseline); + + // --- Sub-case 3: Actuator ON, Enet=-200 (strong sky cooling) --- + surfFD.enetActuator.isActuated = true; + surfFD.enetActuator.actuatedValue = -200.0; + TDT_arr = 20.0; // reset + + ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, + TotNodes, HMovInsul); + + Real64 const TDT_enetNeg200 = TDT_arr(nodeIdx); + + // Enet=-200 is much stronger cooling than the default sky term, so surface should be colder + EXPECT_LT(TDT_enetNeg200, TDT_baseline); + + // --- Sub-case 4: Actuator ON, Enet=+200 (sky heats surface) --- + surfFD.enetActuator.isActuated = true; + surfFD.enetActuator.actuatedValue = 200.0; + TDT_arr = 20.0; // reset + + ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, + TotNodes, HMovInsul); + + Real64 const TDT_enetPos200 = TDT_arr(nodeIdx); + + // Ordering: Enet=-200 < baseline < Enet=0 < Enet=+200 + EXPECT_LT(TDT_enetNeg200, TDT_baseline); + EXPECT_LT(TDT_baseline, TDT_enet0); + EXPECT_LT(TDT_enet0, TDT_enetPos200); +} + } // namespace EnergyPlus From 6d84283fc65b189d850180cfcfa29394b2e3c32d Mon Sep 17 00:00:00 2001 From: brianlball Date: Tue, 17 Mar 2026 13:00:55 -0500 Subject: [PATCH 03/16] Add integration test IDFs for CondFD sky LW actuator 1ZoneCondFD_Enet_Test.idf: 1-zone box with CondFD, Denver design days, comprehensive outside face heat balance outputs + SQLite. Baseline for validating actuator behavior. 1ZoneCondFD_Enet_EMS.idf: same model with EMS program setting Enet = -200 W/m2 on roof. Validated against Phase 2 hardcoded results: baseline roof temp -23.8C vs EMS Enet=-200 roof temp -54.0C. Both registered in testfiles/CMakeLists.txt as DESIGN_DAY_ONLY. --- testfiles/1ZoneCondFD_Enet_EMS.idf | 395 ++++++++++++++++++++++++++++ testfiles/1ZoneCondFD_Enet_Test.idf | 377 ++++++++++++++++++++++++++ testfiles/CMakeLists.txt | 2 + 3 files changed, 774 insertions(+) create mode 100644 testfiles/1ZoneCondFD_Enet_EMS.idf create mode 100644 testfiles/1ZoneCondFD_Enet_Test.idf diff --git a/testfiles/1ZoneCondFD_Enet_EMS.idf b/testfiles/1ZoneCondFD_Enet_EMS.idf new file mode 100644 index 00000000000..f65c71e05bf --- /dev/null +++ b/testfiles/1ZoneCondFD_Enet_EMS.idf @@ -0,0 +1,395 @@ +!-Generator IDFEditor 1.34 +!-Option SortedOrder +! 1ZoneCondFD_Enet_EMS.idf +! EMS actuator test for CondFD sky LW radiation override. +! Based on 1ZoneCondFD_Enet_Test.idf with EMS program setting Enet = -200 W/m2. + + Version,26.1; + +!- =========== ALL OBJECTS IN CLASS: SIMULATIONCONTROL =========== + + SimulationControl, + No, !- Do Zone Sizing Calculation + No, !- Do System Sizing Calculation + No, !- Do Plant Sizing Calculation + Yes, !- Run Simulation for Sizing Periods + No, !- Run Simulation for Weather File Run Periods + No, !- Do HVAC Sizing Simulation for Sizing Periods + 1; !- Maximum Number of HVAC Sizing Simulation Passes + +!- =========== ALL OBJECTS IN CLASS: BUILDING =========== + + Building, + Enet LW Test Box, !- Name + 0, !- North Axis {deg} + Suburbs, !- Terrain + 0.04, !- Loads Convergence Tolerance Value {W} + 0.004, !- Temperature Convergence Tolerance Value {deltaC} + MinimalShadowing, !- Solar Distribution + 30, !- Maximum Number of Warmup Days + 6; !- Minimum Number of Warmup Days + +!- =========== ALL OBJECTS IN CLASS: ALGORITHMS =========== + + SurfaceConvectionAlgorithm:Inside,TARP; + + SurfaceConvectionAlgorithm:Outside,TARP; + + HeatBalanceAlgorithm,ConductionFiniteDifference; + + Timestep,20; + +!- =========== ALL OBJECTS IN CLASS: SITE:LOCATION =========== + + Site:Location, + Denver Centennial Golden N_CO_USA Design_Conditions, !- Name + 39.74, !- Latitude {deg} + -105.18, !- Longitude {deg} + -7.00, !- Time Zone {hr} + 1829.00; !- Elevation {m} + +!- =========== ALL OBJECTS IN CLASS: SIZINGPERIOD:DESIGNDAY =========== + + SizingPeriod:DesignDay, + Denver Centennial Golden Intl Arpt Ann Htg 99% Condns DB, !- Name + 12, !- Month + 21, !- Day of Month + WinterDesignDay, !- Day Type + -16, !- Maximum Dry-Bulb Temperature {C} + 0.0, !- Daily Dry-Bulb Temperature Range {deltaC} + , !- Dry-Bulb Temperature Range Modifier Type + , !- Dry-Bulb Temperature Range Modifier Day Schedule Name + Wetbulb, !- Humidity Condition Type + -16, !- Wetbulb or DewPoint at Maximum Dry-Bulb {C} + , !- Humidity Condition Day Schedule Name + , !- Humidity Ratio at Maximum Dry-Bulb {kgWater/kgDryAir} + , !- Enthalpy at Maximum Dry-Bulb {J/kg} + , !- Daily Wet-Bulb Temperature Range {deltaC} + 83411., !- Barometric Pressure {Pa} + 2.3, !- Wind Speed {m/s} + 180, !- Wind Direction {deg} + No, !- Rain Indicator + No, !- Snow Indicator + No, !- Daylight Saving Time Indicator + ASHRAEClearSky, !- Solar Model Indicator + , !- Beam Solar Day Schedule Name + , !- Diffuse Solar Day Schedule Name + , !- ASHRAE Clear Sky Optical Depth for Beam Irradiance (taub) {dimensionless} + , !- ASHRAE Clear Sky Optical Depth for Diffuse Irradiance (taud) {dimensionless} + 0.00; !- Sky Clearness + + SizingPeriod:DesignDay, + Denver Centennial Golden Intl Arpt Ann Clg 1% Condns DB=>MWB, !- Name + 7, !- Month + 21, !- Day of Month + SummerDesignDay, !- Day Type + 32.6, !- Maximum Dry-Bulb Temperature {C} + 15.2, !- Daily Dry-Bulb Temperature Range {deltaC} + , !- Dry-Bulb Temperature Range Modifier Type + , !- Dry-Bulb Temperature Range Modifier Day Schedule Name + Wetbulb, !- Humidity Condition Type + 15.6, !- Wetbulb or DewPoint at Maximum Dry-Bulb {C} + , !- Humidity Condition Day Schedule Name + , !- Humidity Ratio at Maximum Dry-Bulb {kgWater/kgDryAir} + , !- Enthalpy at Maximum Dry-Bulb {J/kg} + , !- Daily Wet-Bulb Temperature Range {deltaC} + 83411., !- Barometric Pressure {Pa} + 4, !- Wind Speed {m/s} + 120, !- Wind Direction {deg} + No, !- Rain Indicator + No, !- Snow Indicator + No, !- Daylight Saving Time Indicator + ASHRAEClearSky, !- Solar Model Indicator + , !- Beam Solar Day Schedule Name + , !- Diffuse Solar Day Schedule Name + , !- ASHRAE Clear Sky Optical Depth for Beam Irradiance (taub) {dimensionless} + , !- ASHRAE Clear Sky Optical Depth for Diffuse Irradiance (taud) {dimensionless} + 1.00; !- Sky Clearness + +!- =========== ALL OBJECTS IN CLASS: SITE:GROUNDTEMPERATURE:BUILDINGSURFACE =========== + + Site:GroundTemperature:BuildingSurface,18.89,18.92,19.02,19.12,19.21,19.23,19.07,19.32,19.09,19.21,19.13,18.96; + +!- =========== ALL OBJECTS IN CLASS: SCHEDULETYPELIMITS =========== + + ScheduleTypeLimits, + Fraction, !- Name + 0.0, !- Lower Limit Value + 1.0, !- Upper Limit Value + CONTINUOUS; !- Numeric Type + + ScheduleTypeLimits, + On/Off, !- Name + 0, !- Lower Limit Value + 1, !- Upper Limit Value + DISCRETE; !- Numeric Type + +!- =========== ALL OBJECTS IN CLASS: SCHEDULES =========== + + Schedule:Day:Hourly, + On, !- Name + On/Off, !- Schedule Type Limits Name + 1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1., + 1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.; + + Schedule:Week:Daily, + On Weeks, !- Name + On,On,On,On,On,On,On,On,On,On,On,On; + + Schedule:Year, + AlwaysOn, !- Name + On/Off, !- Schedule Type Limits Name + On Weeks, !- Schedule:Week Name 1 + 1, !- Start Month 1 + 1, !- Start Day 1 + 12, !- End Month 1 + 31; !- End Day 1 + +!- =========== ALL OBJECTS IN CLASS: MATERIAL =========== + + Material, + C5 - 4 IN HW CONCRETE, !- Name + MediumRough, !- Roughness + 0.1014984, !- Thickness {m} + 1.729577, !- Conductivity {W/m-K} + 2242.585, !- Density {kg/m3} + 836.8000, !- Specific Heat {J/kg-K} + 0.9000000, !- Thermal Absorptance + 0.6500000, !- Solar Absorptance + 0.6500000; !- Visible Absorptance + +!- =========== ALL OBJECTS IN CLASS: MATERIAL:NOMASS =========== + + Material:NoMass, + R13LAYER, !- Name + Rough, !- Roughness + 2.290965, !- Thermal Resistance {m2-K/W} + 0.9000000, !- Thermal Absorptance + 0.7500000, !- Solar Absorptance + 0.7500000; !- Visible Absorptance + +!- =========== ALL OBJECTS IN CLASS: CONSTRUCTION =========== + + Construction, + R13WALL, !- Name + R13LAYER; !- Outside Layer + + Construction, + FLOOR, !- Name + C5 - 4 IN HW CONCRETE; !- Outside Layer + + Construction, + ROOF_CONCRETE, !- Name + C5 - 4 IN HW CONCRETE; !- Outside Layer + +!- =========== ALL OBJECTS IN CLASS: GLOBALGEOMETRYRULES =========== + + GlobalGeometryRules, + UpperLeftCorner, !- Starting Vertex Position + CounterClockWise, !- Vertex Entry Direction + World; !- Coordinate System + +!- =========== ALL OBJECTS IN CLASS: ZONE =========== + + Zone, + ZONE ONE, !- Name + 0, !- Direction of Relative North {deg} + 0, !- X Origin {m} + 0, !- Y Origin {m} + 0, !- Z Origin {m} + 1, !- Type + 1, !- Multiplier + autocalculate, !- Ceiling Height {m} + autocalculate; !- Volume {m3} + +!- =========== ALL OBJECTS IN CLASS: BUILDINGSURFACE:DETAILED =========== + + BuildingSurface:Detailed, + Zn001:Wall001, !- Name + Wall, !- Surface Type + R13WALL, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Outdoors, !- Outside Boundary Condition + , !- Outside Boundary Condition Object + SunExposed, !- Sun Exposure + WindExposed, !- Wind Exposure + 0.5000000, !- View Factor to Ground + 4, !- Number of Vertices + 0,0,4.572000, !- X,Y,Z ==> Vertex 1 {m} + 0,0,0, !- X,Y,Z ==> Vertex 2 {m} + 15.24000,0,0, !- X,Y,Z ==> Vertex 3 {m} + 15.24000,0,4.572000; !- X,Y,Z ==> Vertex 4 {m} + + BuildingSurface:Detailed, + Zn001:Wall002, !- Name + Wall, !- Surface Type + R13WALL, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Outdoors, !- Outside Boundary Condition + , !- Outside Boundary Condition Object + SunExposed, !- Sun Exposure + WindExposed, !- Wind Exposure + 0.5000000, !- View Factor to Ground + 4, !- Number of Vertices + 15.24000,0,4.572000, !- X,Y,Z ==> Vertex 1 {m} + 15.24000,0,0, !- X,Y,Z ==> Vertex 2 {m} + 15.24000,15.24000,0, !- X,Y,Z ==> Vertex 3 {m} + 15.24000,15.24000,4.572000; !- X,Y,Z ==> Vertex 4 {m} + + BuildingSurface:Detailed, + Zn001:Wall003, !- Name + Wall, !- Surface Type + R13WALL, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Outdoors, !- Outside Boundary Condition + , !- Outside Boundary Condition Object + SunExposed, !- Sun Exposure + WindExposed, !- Wind Exposure + 0.5000000, !- View Factor to Ground + 4, !- Number of Vertices + 15.24000,15.24000,4.572000, !- X,Y,Z ==> Vertex 1 {m} + 15.24000,15.24000,0, !- X,Y,Z ==> Vertex 2 {m} + 0,15.24000,0, !- X,Y,Z ==> Vertex 3 {m} + 0,15.24000,4.572000; !- X,Y,Z ==> Vertex 4 {m} + + BuildingSurface:Detailed, + Zn001:Wall004, !- Name + Wall, !- Surface Type + R13WALL, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Outdoors, !- Outside Boundary Condition + , !- Outside Boundary Condition Object + SunExposed, !- Sun Exposure + WindExposed, !- Wind Exposure + 0.5000000, !- View Factor to Ground + 4, !- Number of Vertices + 0,15.24000,4.572000, !- X,Y,Z ==> Vertex 1 {m} + 0,15.24000,0, !- X,Y,Z ==> Vertex 2 {m} + 0,0,0, !- X,Y,Z ==> Vertex 3 {m} + 0,0,4.572000; !- X,Y,Z ==> Vertex 4 {m} + + BuildingSurface:Detailed, + Zn001:Flr001, !- Name + Floor, !- Surface Type + FLOOR, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Surface, !- Outside Boundary Condition + Zn001:Flr001, !- Outside Boundary Condition Object + NoSun, !- Sun Exposure + NoWind, !- Wind Exposure + 1.000000, !- View Factor to Ground + 4, !- Number of Vertices + 15.24000,0.000000,0.0, !- X,Y,Z ==> Vertex 1 {m} + 0.000000,0.000000,0.0, !- X,Y,Z ==> Vertex 2 {m} + 0.000000,15.24000,0.0, !- X,Y,Z ==> Vertex 3 {m} + 15.24000,15.24000,0.0; !- X,Y,Z ==> Vertex 4 {m} + + BuildingSurface:Detailed, + Zn001:Roof001, !- Name + Roof, !- Surface Type + ROOF_CONCRETE, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Outdoors, !- Outside Boundary Condition + , !- Outside Boundary Condition Object + SunExposed, !- Sun Exposure + WindExposed, !- Wind Exposure + 0, !- View Factor to Ground + 4, !- Number of Vertices + 0.000000,15.24000,4.572, !- X,Y,Z ==> Vertex 1 {m} + 0.000000,0.000000,4.572, !- X,Y,Z ==> Vertex 2 {m} + 15.24000,0.000000,4.572, !- X,Y,Z ==> Vertex 3 {m} + 15.24000,15.24000,4.572; !- X,Y,Z ==> Vertex 4 {m} + +!- =========== ALL OBJECTS IN CLASS: EXTERIOR:LIGHTS =========== + + Exterior:Lights, + ExtLights, !- Name + AlwaysOn, !- Schedule Name + 5250, !- Design Level {W} + AstronomicalClock, !- Control Option + Grounds Lights; !- End-Use Subcategory + +!- =========== ALL OBJECTS IN CLASS: OUTPUT =========== + + Output:VariableDictionary,regular,Name; + + Output:Table:SummaryReports, + AllSummary; !- Report 1 Name + + OutputControl:Table:Style, + Comma; !- Column Separator (CSV for post-processing) + + Output:SQLite, + SimpleAndTabular; !- Option Type + + Output:Diagnostics, + DisplayAdvancedReportVariables; !- Key 1 + +! --- Environment --- + Output:Variable,*,Site Outdoor Air Drybulb Temperature,timestep; + Output:Variable,*,Site Sky Temperature,timestep; + +! --- Zone --- + Output:Variable,*,Zone Mean Air Temperature,timestep; + Output:Variable,*,Zone Mean Radiant Temperature,timestep; + +! --- Surface temperatures --- + Output:Variable,*,Surface Inside Face Temperature,timestep; + Output:Variable,*,Surface Outside Face Temperature,timestep; + +! --- Conduction through wall --- + Output:Variable,*,Surface Inside Face Conduction Heat Transfer Rate per Area,timestep; + Output:Variable,*,Surface Outside Face Conduction Heat Transfer Rate per Area,timestep; + +! --- LW radiation (Q_LWR) — the target for Enet override --- + Output:Variable,*,Surface Outside Face Net Thermal Radiation Heat Gain Rate per Area,timestep; + Output:Variable,*,Surface Outside Face Net Thermal Radiation Heat Gain Rate,timestep; + Output:Variable,*,Surface Outside Face Net Thermal Radiation Heat Gain Energy,timestep; + +! --- LW radiation coefficient breakdown --- + Output:Variable,*,Surface Outside Face Thermal Radiation to Air Heat Transfer Coefficient,timestep; + Output:Variable,*,Surface Outside Face Thermal Radiation to Sky Heat Transfer Coefficient,timestep; + Output:Variable,*,Surface Outside Face Thermal Radiation to Ground Heat Transfer Coefficient,timestep; + Output:Variable,*,Surface Outside Face Thermal Radiation to Air Heat Transfer Rate,timestep; + Output:Variable,*,Surface Outside Face Heat Emission to Air Rate,timestep; + +! --- Convection (should be unchanged between baseline and Enet runs) --- + Output:Variable,*,Surface Outside Face Convection Heat Gain Rate per Area,timestep; + Output:Variable,*,Surface Outside Face Convection Heat Transfer Coefficient,timestep; + +! --- Inside face (not modified by Enet, for reference) --- + Output:Variable,*,Surface Inside Face Convection Heat Transfer Coefficient,timestep; + Output:Variable,*,Surface Inside Face Net Surface Thermal Radiation Heat Gain Rate per Area,timestep; + +! --- CondFD node temperatures --- + Output:Variable,*,CondFD Surface Temperature Node 1,timestep; + Output:Variable,*,CondFD Surface Temperature Node 2,timestep; + Output:Variable,*,CondFD Surface Temperature Node 3,timestep; + Output:Variable,*,CondFD Surface Temperature Node 4,timestep; + Output:Variable,*,CondFD Surface Temperature Node 5,timestep; + +! --- EMS Sky LW override output --- + Output:Variable,*,CondFD EMS Sky Longwave Radiation Override Heat Flux,timestep; + +! --- EMS Actuator: override sky LW radiation on roof --- + + EnergyManagementSystem:Actuator, + EnetOverride, !- Name + Zn001:Roof001, !- Actuated Component Unique Name + CondFD Surface, !- Actuated Component Type + Sky Longwave Radiation Override; !- Actuated Component Control Type + + EnergyManagementSystem:ProgramCallingManager, + Enet Override Manager, !- Name + BeginTimestepBeforePredictor, !- EnergyPlus Model Calling Point + SetEnetProgram; !- Program Name 1 + + EnergyManagementSystem:Program, + SetEnetProgram, !- Name + Set EnetOverride = -200.0; !- W/m2 (negative = sky cooling) diff --git a/testfiles/1ZoneCondFD_Enet_Test.idf b/testfiles/1ZoneCondFD_Enet_Test.idf new file mode 100644 index 00000000000..280f5427280 --- /dev/null +++ b/testfiles/1ZoneCondFD_Enet_Test.idf @@ -0,0 +1,377 @@ +!-Generator IDFEditor 1.34 +!-Option SortedOrder +! 1ZoneCondFD_Enet_Test.idf +! Simple 1-zone box with CondFD heat balance for testing Enet (LW radiation override). +! Based on 1ZoneUncontrolledCondFDWithVariableKat24C.idf. +! Changes: plain HW concrete roof (no variable-K), comprehensive outside face +! heat balance outputs at timestep frequency, CSV output format. + + Version,26.1; + +!- =========== ALL OBJECTS IN CLASS: SIMULATIONCONTROL =========== + + SimulationControl, + No, !- Do Zone Sizing Calculation + No, !- Do System Sizing Calculation + No, !- Do Plant Sizing Calculation + Yes, !- Run Simulation for Sizing Periods + No, !- Run Simulation for Weather File Run Periods + No, !- Do HVAC Sizing Simulation for Sizing Periods + 1; !- Maximum Number of HVAC Sizing Simulation Passes + +!- =========== ALL OBJECTS IN CLASS: BUILDING =========== + + Building, + Enet LW Test Box, !- Name + 0, !- North Axis {deg} + Suburbs, !- Terrain + 0.04, !- Loads Convergence Tolerance Value {W} + 0.004, !- Temperature Convergence Tolerance Value {deltaC} + MinimalShadowing, !- Solar Distribution + 30, !- Maximum Number of Warmup Days + 6; !- Minimum Number of Warmup Days + +!- =========== ALL OBJECTS IN CLASS: ALGORITHMS =========== + + SurfaceConvectionAlgorithm:Inside,TARP; + + SurfaceConvectionAlgorithm:Outside,TARP; + + HeatBalanceAlgorithm,ConductionFiniteDifference; + + Timestep,20; + +!- =========== ALL OBJECTS IN CLASS: SITE:LOCATION =========== + + Site:Location, + Denver Centennial Golden N_CO_USA Design_Conditions, !- Name + 39.74, !- Latitude {deg} + -105.18, !- Longitude {deg} + -7.00, !- Time Zone {hr} + 1829.00; !- Elevation {m} + +!- =========== ALL OBJECTS IN CLASS: SIZINGPERIOD:DESIGNDAY =========== + + SizingPeriod:DesignDay, + Denver Centennial Golden Intl Arpt Ann Htg 99% Condns DB, !- Name + 12, !- Month + 21, !- Day of Month + WinterDesignDay, !- Day Type + -16, !- Maximum Dry-Bulb Temperature {C} + 0.0, !- Daily Dry-Bulb Temperature Range {deltaC} + , !- Dry-Bulb Temperature Range Modifier Type + , !- Dry-Bulb Temperature Range Modifier Day Schedule Name + Wetbulb, !- Humidity Condition Type + -16, !- Wetbulb or DewPoint at Maximum Dry-Bulb {C} + , !- Humidity Condition Day Schedule Name + , !- Humidity Ratio at Maximum Dry-Bulb {kgWater/kgDryAir} + , !- Enthalpy at Maximum Dry-Bulb {J/kg} + , !- Daily Wet-Bulb Temperature Range {deltaC} + 83411., !- Barometric Pressure {Pa} + 2.3, !- Wind Speed {m/s} + 180, !- Wind Direction {deg} + No, !- Rain Indicator + No, !- Snow Indicator + No, !- Daylight Saving Time Indicator + ASHRAEClearSky, !- Solar Model Indicator + , !- Beam Solar Day Schedule Name + , !- Diffuse Solar Day Schedule Name + , !- ASHRAE Clear Sky Optical Depth for Beam Irradiance (taub) {dimensionless} + , !- ASHRAE Clear Sky Optical Depth for Diffuse Irradiance (taud) {dimensionless} + 0.00; !- Sky Clearness + + SizingPeriod:DesignDay, + Denver Centennial Golden Intl Arpt Ann Clg 1% Condns DB=>MWB, !- Name + 7, !- Month + 21, !- Day of Month + SummerDesignDay, !- Day Type + 32.6, !- Maximum Dry-Bulb Temperature {C} + 15.2, !- Daily Dry-Bulb Temperature Range {deltaC} + , !- Dry-Bulb Temperature Range Modifier Type + , !- Dry-Bulb Temperature Range Modifier Day Schedule Name + Wetbulb, !- Humidity Condition Type + 15.6, !- Wetbulb or DewPoint at Maximum Dry-Bulb {C} + , !- Humidity Condition Day Schedule Name + , !- Humidity Ratio at Maximum Dry-Bulb {kgWater/kgDryAir} + , !- Enthalpy at Maximum Dry-Bulb {J/kg} + , !- Daily Wet-Bulb Temperature Range {deltaC} + 83411., !- Barometric Pressure {Pa} + 4, !- Wind Speed {m/s} + 120, !- Wind Direction {deg} + No, !- Rain Indicator + No, !- Snow Indicator + No, !- Daylight Saving Time Indicator + ASHRAEClearSky, !- Solar Model Indicator + , !- Beam Solar Day Schedule Name + , !- Diffuse Solar Day Schedule Name + , !- ASHRAE Clear Sky Optical Depth for Beam Irradiance (taub) {dimensionless} + , !- ASHRAE Clear Sky Optical Depth for Diffuse Irradiance (taud) {dimensionless} + 1.00; !- Sky Clearness + +!- =========== ALL OBJECTS IN CLASS: SITE:GROUNDTEMPERATURE:BUILDINGSURFACE =========== + + Site:GroundTemperature:BuildingSurface,18.89,18.92,19.02,19.12,19.21,19.23,19.07,19.32,19.09,19.21,19.13,18.96; + +!- =========== ALL OBJECTS IN CLASS: SCHEDULETYPELIMITS =========== + + ScheduleTypeLimits, + Fraction, !- Name + 0.0, !- Lower Limit Value + 1.0, !- Upper Limit Value + CONTINUOUS; !- Numeric Type + + ScheduleTypeLimits, + On/Off, !- Name + 0, !- Lower Limit Value + 1, !- Upper Limit Value + DISCRETE; !- Numeric Type + +!- =========== ALL OBJECTS IN CLASS: SCHEDULES =========== + + Schedule:Day:Hourly, + On, !- Name + On/Off, !- Schedule Type Limits Name + 1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1., + 1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.; + + Schedule:Week:Daily, + On Weeks, !- Name + On,On,On,On,On,On,On,On,On,On,On,On; + + Schedule:Year, + AlwaysOn, !- Name + On/Off, !- Schedule Type Limits Name + On Weeks, !- Schedule:Week Name 1 + 1, !- Start Month 1 + 1, !- Start Day 1 + 12, !- End Month 1 + 31; !- End Day 1 + +!- =========== ALL OBJECTS IN CLASS: MATERIAL =========== + + Material, + C5 - 4 IN HW CONCRETE, !- Name + MediumRough, !- Roughness + 0.1014984, !- Thickness {m} + 1.729577, !- Conductivity {W/m-K} + 2242.585, !- Density {kg/m3} + 836.8000, !- Specific Heat {J/kg-K} + 0.9000000, !- Thermal Absorptance + 0.6500000, !- Solar Absorptance + 0.6500000; !- Visible Absorptance + +!- =========== ALL OBJECTS IN CLASS: MATERIAL:NOMASS =========== + + Material:NoMass, + R13LAYER, !- Name + Rough, !- Roughness + 2.290965, !- Thermal Resistance {m2-K/W} + 0.9000000, !- Thermal Absorptance + 0.7500000, !- Solar Absorptance + 0.7500000; !- Visible Absorptance + +!- =========== ALL OBJECTS IN CLASS: CONSTRUCTION =========== + + Construction, + R13WALL, !- Name + R13LAYER; !- Outside Layer + + Construction, + FLOOR, !- Name + C5 - 4 IN HW CONCRETE; !- Outside Layer + + Construction, + ROOF_CONCRETE, !- Name + C5 - 4 IN HW CONCRETE; !- Outside Layer + +!- =========== ALL OBJECTS IN CLASS: GLOBALGEOMETRYRULES =========== + + GlobalGeometryRules, + UpperLeftCorner, !- Starting Vertex Position + CounterClockWise, !- Vertex Entry Direction + World; !- Coordinate System + +!- =========== ALL OBJECTS IN CLASS: ZONE =========== + + Zone, + ZONE ONE, !- Name + 0, !- Direction of Relative North {deg} + 0, !- X Origin {m} + 0, !- Y Origin {m} + 0, !- Z Origin {m} + 1, !- Type + 1, !- Multiplier + autocalculate, !- Ceiling Height {m} + autocalculate; !- Volume {m3} + +!- =========== ALL OBJECTS IN CLASS: BUILDINGSURFACE:DETAILED =========== + + BuildingSurface:Detailed, + Zn001:Wall001, !- Name + Wall, !- Surface Type + R13WALL, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Outdoors, !- Outside Boundary Condition + , !- Outside Boundary Condition Object + SunExposed, !- Sun Exposure + WindExposed, !- Wind Exposure + 0.5000000, !- View Factor to Ground + 4, !- Number of Vertices + 0,0,4.572000, !- X,Y,Z ==> Vertex 1 {m} + 0,0,0, !- X,Y,Z ==> Vertex 2 {m} + 15.24000,0,0, !- X,Y,Z ==> Vertex 3 {m} + 15.24000,0,4.572000; !- X,Y,Z ==> Vertex 4 {m} + + BuildingSurface:Detailed, + Zn001:Wall002, !- Name + Wall, !- Surface Type + R13WALL, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Outdoors, !- Outside Boundary Condition + , !- Outside Boundary Condition Object + SunExposed, !- Sun Exposure + WindExposed, !- Wind Exposure + 0.5000000, !- View Factor to Ground + 4, !- Number of Vertices + 15.24000,0,4.572000, !- X,Y,Z ==> Vertex 1 {m} + 15.24000,0,0, !- X,Y,Z ==> Vertex 2 {m} + 15.24000,15.24000,0, !- X,Y,Z ==> Vertex 3 {m} + 15.24000,15.24000,4.572000; !- X,Y,Z ==> Vertex 4 {m} + + BuildingSurface:Detailed, + Zn001:Wall003, !- Name + Wall, !- Surface Type + R13WALL, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Outdoors, !- Outside Boundary Condition + , !- Outside Boundary Condition Object + SunExposed, !- Sun Exposure + WindExposed, !- Wind Exposure + 0.5000000, !- View Factor to Ground + 4, !- Number of Vertices + 15.24000,15.24000,4.572000, !- X,Y,Z ==> Vertex 1 {m} + 15.24000,15.24000,0, !- X,Y,Z ==> Vertex 2 {m} + 0,15.24000,0, !- X,Y,Z ==> Vertex 3 {m} + 0,15.24000,4.572000; !- X,Y,Z ==> Vertex 4 {m} + + BuildingSurface:Detailed, + Zn001:Wall004, !- Name + Wall, !- Surface Type + R13WALL, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Outdoors, !- Outside Boundary Condition + , !- Outside Boundary Condition Object + SunExposed, !- Sun Exposure + WindExposed, !- Wind Exposure + 0.5000000, !- View Factor to Ground + 4, !- Number of Vertices + 0,15.24000,4.572000, !- X,Y,Z ==> Vertex 1 {m} + 0,15.24000,0, !- X,Y,Z ==> Vertex 2 {m} + 0,0,0, !- X,Y,Z ==> Vertex 3 {m} + 0,0,4.572000; !- X,Y,Z ==> Vertex 4 {m} + + BuildingSurface:Detailed, + Zn001:Flr001, !- Name + Floor, !- Surface Type + FLOOR, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Surface, !- Outside Boundary Condition + Zn001:Flr001, !- Outside Boundary Condition Object + NoSun, !- Sun Exposure + NoWind, !- Wind Exposure + 1.000000, !- View Factor to Ground + 4, !- Number of Vertices + 15.24000,0.000000,0.0, !- X,Y,Z ==> Vertex 1 {m} + 0.000000,0.000000,0.0, !- X,Y,Z ==> Vertex 2 {m} + 0.000000,15.24000,0.0, !- X,Y,Z ==> Vertex 3 {m} + 15.24000,15.24000,0.0; !- X,Y,Z ==> Vertex 4 {m} + + BuildingSurface:Detailed, + Zn001:Roof001, !- Name + Roof, !- Surface Type + ROOF_CONCRETE, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Outdoors, !- Outside Boundary Condition + , !- Outside Boundary Condition Object + SunExposed, !- Sun Exposure + WindExposed, !- Wind Exposure + 0, !- View Factor to Ground + 4, !- Number of Vertices + 0.000000,15.24000,4.572, !- X,Y,Z ==> Vertex 1 {m} + 0.000000,0.000000,4.572, !- X,Y,Z ==> Vertex 2 {m} + 15.24000,0.000000,4.572, !- X,Y,Z ==> Vertex 3 {m} + 15.24000,15.24000,4.572; !- X,Y,Z ==> Vertex 4 {m} + +!- =========== ALL OBJECTS IN CLASS: EXTERIOR:LIGHTS =========== + + Exterior:Lights, + ExtLights, !- Name + AlwaysOn, !- Schedule Name + 5250, !- Design Level {W} + AstronomicalClock, !- Control Option + Grounds Lights; !- End-Use Subcategory + +!- =========== ALL OBJECTS IN CLASS: OUTPUT =========== + + Output:VariableDictionary,regular,Name; + + Output:Table:SummaryReports, + AllSummary; !- Report 1 Name + + OutputControl:Table:Style, + Comma; !- Column Separator (CSV for post-processing) + + Output:SQLite, + SimpleAndTabular; !- Option Type + + Output:Diagnostics, + DisplayAdvancedReportVariables; !- Key 1 + +! --- Environment --- + Output:Variable,*,Site Outdoor Air Drybulb Temperature,timestep; + Output:Variable,*,Site Sky Temperature,timestep; + +! --- Zone --- + Output:Variable,*,Zone Mean Air Temperature,timestep; + Output:Variable,*,Zone Mean Radiant Temperature,timestep; + +! --- Surface temperatures --- + Output:Variable,*,Surface Inside Face Temperature,timestep; + Output:Variable,*,Surface Outside Face Temperature,timestep; + +! --- Conduction through wall --- + Output:Variable,*,Surface Inside Face Conduction Heat Transfer Rate per Area,timestep; + Output:Variable,*,Surface Outside Face Conduction Heat Transfer Rate per Area,timestep; + +! --- LW radiation (Q_LWR) — the target for Enet override --- + Output:Variable,*,Surface Outside Face Net Thermal Radiation Heat Gain Rate per Area,timestep; + Output:Variable,*,Surface Outside Face Net Thermal Radiation Heat Gain Rate,timestep; + Output:Variable,*,Surface Outside Face Net Thermal Radiation Heat Gain Energy,timestep; + +! --- LW radiation coefficient breakdown --- + Output:Variable,*,Surface Outside Face Thermal Radiation to Air Heat Transfer Coefficient,timestep; + Output:Variable,*,Surface Outside Face Thermal Radiation to Sky Heat Transfer Coefficient,timestep; + Output:Variable,*,Surface Outside Face Thermal Radiation to Ground Heat Transfer Coefficient,timestep; + Output:Variable,*,Surface Outside Face Thermal Radiation to Air Heat Transfer Rate,timestep; + Output:Variable,*,Surface Outside Face Heat Emission to Air Rate,timestep; + +! --- Convection (should be unchanged between baseline and Enet runs) --- + Output:Variable,*,Surface Outside Face Convection Heat Gain Rate per Area,timestep; + Output:Variable,*,Surface Outside Face Convection Heat Transfer Coefficient,timestep; + +! --- Inside face (not modified by Enet, for reference) --- + Output:Variable,*,Surface Inside Face Convection Heat Transfer Coefficient,timestep; + Output:Variable,*,Surface Inside Face Net Surface Thermal Radiation Heat Gain Rate per Area,timestep; + +! --- CondFD node temperatures --- + Output:Variable,*,CondFD Surface Temperature Node 1,timestep; + Output:Variable,*,CondFD Surface Temperature Node 2,timestep; + Output:Variable,*,CondFD Surface Temperature Node 3,timestep; + Output:Variable,*,CondFD Surface Temperature Node 4,timestep; + Output:Variable,*,CondFD Surface Temperature Node 5,timestep; diff --git a/testfiles/CMakeLists.txt b/testfiles/CMakeLists.txt index 8ea128fe03c..9a8391da044 100644 --- a/testfiles/CMakeLists.txt +++ b/testfiles/CMakeLists.txt @@ -27,6 +27,8 @@ add_simulation_test(IDF_FILE 1ZoneUncontrolled.idf EPW_FILE USA_CO_Golden-NREL.7 add_simulation_test(IDF_FILE _1ZoneUncontrolled_9161.idf EPW_FILE weather_file_issue_9161.epw) add_simulation_test(IDF_FILE 1ZoneUncontrolled3SurfaceZone.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw) add_simulation_test(IDF_FILE 1ZoneUncontrolledAnnualOutputs.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw) +add_simulation_test(IDF_FILE 1ZoneCondFD_Enet_Test.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw DESIGN_DAY_ONLY) +add_simulation_test(IDF_FILE 1ZoneCondFD_Enet_EMS.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw DESIGN_DAY_ONLY) add_simulation_test(IDF_FILE 1ZoneUncontrolledCondFDWithVariableKat24C.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw) add_simulation_test(IDF_FILE 1ZoneUncontrolledFourAlgorithms.idf EPW_FILE 94810-1956.epw) add_simulation_test(IDF_FILE 1ZoneUncontrolledResLayers.idf EPW_FILE 94810-1956.epw) From 26b3c1e9bd96686107d8ee8a856f3120b5c5dffa Mon Sep 17 00:00:00 2001 From: brianlball Date: Tue, 17 Mar 2026 13:26:50 -0500 Subject: [PATCH 04/16] Add Python examples and NFP for CondFD sky LW actuator PythonPluginCondFD_Enet.py: EnergyPlus plugin class for use inside IDF workflows. Edit SURFACE_NAME and ENET_VALUE, add PythonPlugin:Instance to IDF. scripts/CondFD_Enet_Override.ipynb: Jupyter notebook for interactive use with any IDF/EPW. Features: - Auto-detects exterior CondFD surfaces by parsing IDF - Runs baseline + multiple Enet values in one session - Plots temperature and LW radiation comparison per surface - CSV export and time-varying Enet from CSV (for COMSOL coupling) NFP_SkyLW_Actuator.md: New Feature Proposal documenting the actuator design, physics, sign convention, testing, and scope. --- NFP_SkyLW_Actuator.md | 97 ++++ scripts/CondFD_Enet_Override.ipynb | 674 +++++++++++++++++++++++++++ testfiles/PythonPluginCondFD_Enet.py | 111 +++++ 3 files changed, 882 insertions(+) create mode 100644 NFP_SkyLW_Actuator.md create mode 100644 scripts/CondFD_Enet_Override.ipynb create mode 100644 testfiles/PythonPluginCondFD_Enet.py diff --git a/NFP_SkyLW_Actuator.md b/NFP_SkyLW_Actuator.md new file mode 100644 index 00000000000..e4dc9fd9a3c --- /dev/null +++ b/NFP_SkyLW_Actuator.md @@ -0,0 +1,97 @@ +# EMS Actuator for CondFD Exterior Sky Longwave Radiation Override + +**Brian, NatLabRockies** + +- March 2026 - Initial Draft + +## Overview + +Building energy simulation researchers coupling EnergyPlus with external radiation solvers (COMSOL, RadTherm, custom view factor codes) need to override the linearized sky longwave radiation calculation in the CondFD heat balance. Currently, EnergyPlus computes sky LW as `hsky*(Tsky - Tsurf)` using a linearized h-coefficient approach. This is adequate for standard simulations but insufficient when: + +- Users have measured net sky radiation data (pyrgeometer) +- External tools compute view-factor-accurate LW exchange with complex sky models +- Research requires decoupling the sky radiation model from the EnergyPlus surface solver + +## Justification + +The CondFD algorithm already supports EMS actuators for material conductivity, specific heat, and internal heat flux (added FY2021-2022). This proposal extends that pattern to the exterior sky radiation boundary condition — the last remaining piece needed for full external coupling of the CondFD exterior heat balance. + +## Implementation + +Add an EMS actuator `"CondFD Surface" / "Sky Longwave Radiation Override"` (W/m2) that replaces the `hsky*(Tsky - Tsurf)` term in the CondFD exterior boundary equation (`ExteriorBCEqns` in `HeatBalFiniteDiffManager.cc`). When not actuated, existing behavior is unchanged. + +### Sign Convention + +Positive = heat INTO the surface (consistent with all existing EnergyPlus reporting): +- `Enet > 0` — net sky LW heats the surface +- `Enet < 0` — net sky LW cools the surface (typical) +- `Enet = 0` — no sky LW exchange + +### Scope + +- CondFD algorithm only (CTF/EMPD not affected) +- Replaces only the sky component; ground, surrounding surface, and air LW terms unchanged +- All 4 solver paths patched: R-layer, Crank-Nicolson, fully implicit, movable insulation +- Reporting (QNetSurfFromOutside, SurfQdotRadOutRepPerArea) updated consistently + +### Actuator Details + +| Field | Value | +|-------|-------| +| Component Type | `CondFD Surface` | +| Unique ID | Surface name (e.g., `Zn001:Roof001`) | +| Control Type | `Sky Longwave Radiation Override` | +| Units | `[W/m2]` | + +One actuator per exterior CondFD surface, controllable via IDF EMS programs or Python API. + +### New Output Variable + +`CondFD EMS Sky Longwave Radiation Override Heat Flux [W/m2]` — reports the actuated value (0.0 when not actuated). + +### Files Modified + +| File | Change | +|------|--------| +| `HeatBalFiniteDiffManager.hh` | Add `enetActuator` field to `SurfaceDataFD` | +| `HeatBalFiniteDiffManager.cc` | Actuator registration + 6 solver location overrides | + +### Physics + +In the linearized CondFD exterior heat balance, `hsky*Tsky` appears in the **numerator** and `hsky` alone in the **denominator** of implicit solver equations. When actuated: +- **Numerator:** `hsky * Tsky` replaced by `Enet` +- **Denominator:** `hsky` removed (Enet is a fixed flux, not temperature-dependent) + +This is applied consistently across all 6 code locations in `ExteriorBCEqns`. + +## Testing + +- Unit test: `HeatBalFiniteDiffManager_EnetActuatorOverride` — exercises ExteriorBCEqns with actuator OFF, Enet=0, Enet=-200, Enet=+200; verifies correct temperature ordering +- Integration tests: `1ZoneCondFD_Enet_Test.idf` (baseline) and `1ZoneCondFD_Enet_EMS.idf` (EMS with Enet=-200) +- Validated against Phase 2 hardcoded results (roof temps match within 0.1C) + +### Phase 2 Validation Results + +| Run | Enet (W/m2) | Roof Temp (C) | LW Report (W/m2) | +|-----|-------------|---------------|-------------------| +| Baseline | n/a | -23.8 | -32.0 | +| Enet=0 | 0 | -16.0 | 0.0 | +| Enet=-200 | -200 | -55.8 | -200.0 | +| Enet=+200 | +200 | +12.6 | +200.0 | + +## Documentation + +EMS Application Guide will be updated to describe the new actuator, including: +- Usage with IDF EMS programs +- Usage with Python plugin API +- Usage with standalone Python API (Jupyter notebook example provided) + +## IDD Changes and Transition + +None required. The actuator is registered programmatically via `SetupEMSActuator`. + +## Example Files + +- `testfiles/1ZoneCondFD_Enet_Test.idf` — baseline CondFD test +- `testfiles/1ZoneCondFD_Enet_EMS.idf` — EMS actuator with Enet=-200 +- `scripts/CondFD_Enet_Override.ipynb` — Jupyter notebook for interactive use with any IDF/EPW diff --git a/scripts/CondFD_Enet_Override.ipynb b/scripts/CondFD_Enet_Override.ipynb new file mode 100644 index 00000000000..2604fae5244 --- /dev/null +++ b/scripts/CondFD_Enet_Override.ipynb @@ -0,0 +1,674 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# CondFD Sky Longwave Radiation Override\n", + "\n", + "Override the sky longwave radiation term (`hsky * (Tsky - Tsurf)`) on CondFD exterior surfaces\n", + "with a user-supplied net sky radiation flux (W/m\u00b2). Works with **any IDF/EPW pair**.\n", + "\n", + "### What this does\n", + "\n", + "EnergyPlus normally computes sky LW radiation using a linearized h-coefficient model.\n", + "This actuator replaces that calculation with your own value \u2014 from COMSOL, pyrgeometer data,\n", + "or any other source.\n", + "\n", + "### Sign convention\n", + "\n", + "| Enet value | Meaning |\n", + "|---|---|\n", + "| **Negative** (e.g. -200) | Surface loses heat to sky (typical nighttime cooling) |\n", + "| **Zero** | No sky LW exchange |\n", + "| **Positive** (e.g. +200) | Sky heats the surface (unusual but valid) |\n", + "\n", + "### Requirements\n", + "\n", + "- EnergyPlus build with Python API support\n", + "- IDF must use `HeatBalanceAlgorithm: ConductionFiniteDifference` (globally or per-surface)\n", + "- `pandas` and `matplotlib` for results display" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "## Step 1: Configuration\n", + "\n", + "Edit the three paths below. Everything else is auto-detected." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# ============================================================\n", + "# EDIT THESE THREE PATHS\n", + "# ============================================================\n", + "\n", + "ENERGYPLUS_DIR = r\"C:\\projects\\EnergyPlus\\build\\Products\\Release\"\n", + "IDF_FILE = r\"C:\\projects\\EnergyPlus\\testfiles\\1ZoneCondFD_Enet_Test.idf\"\n", + "EPW_FILE = r\"C:\\projects\\EnergyPlus\\weather\\USA_CO_Golden-NREL.724666_TMY3.epw\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "## Step 2: Parse IDF and find eligible surfaces\n", + "\n", + "This cell reads the IDF text and identifies all exterior CondFD surfaces that can be overridden.\n", + "A surface is eligible if:\n", + "1. It is a `BuildingSurface:Detailed` (or `Wall:Detailed`, `RoofCeiling:Detailed`, `Floor:Detailed`)\n", + "2. Its outside boundary condition is `Outdoors`\n", + "3. The heat balance algorithm is `ConductionFiniteDifference` (globally or per-surface)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import re\n", + "from pathlib import Path\n", + "\n", + "def parse_idf_objects(idf_text):\n", + " \"\"\"Parse IDF text into a list of (object_type, [field_values]) tuples.\"\"\"\n", + " # Strip comments\n", + " lines = []\n", + " for line in idf_text.splitlines():\n", + " # Remove inline comments (everything after ! outside of strings)\n", + " idx = line.find(\"!\")\n", + " if idx >= 0:\n", + " line = line[:idx]\n", + " lines.append(line.strip())\n", + " text = \" \".join(lines)\n", + "\n", + " # Split on semicolons to get objects\n", + " objects = []\n", + " for obj_str in text.split(\";\"):\n", + " obj_str = obj_str.strip()\n", + " if not obj_str:\n", + " continue\n", + " fields = [f.strip() for f in obj_str.split(\",\")]\n", + " if fields:\n", + " obj_type = fields[0]\n", + " obj_fields = fields[1:]\n", + " objects.append((obj_type, obj_fields))\n", + " return objects\n", + "\n", + "\n", + "def find_condfd_exterior_surfaces(idf_path):\n", + " \"\"\"Find all exterior surfaces that use CondFD heat balance.\n", + "\n", + " Returns list of dicts: {name, surface_type, construction, zone, boundary_cond}\n", + " \"\"\"\n", + " idf_text = Path(idf_path).read_text(encoding=\"utf-8\", errors=\"replace\")\n", + " objects = parse_idf_objects(idf_text)\n", + "\n", + " # Check global heat balance algorithm\n", + " global_condfd = False\n", + " for obj_type, fields in objects:\n", + " if obj_type.lower() == \"heatbalancealgorithm\" and fields:\n", + " if \"conductionfinitedifference\" in fields[0].lower():\n", + " global_condfd = True\n", + " break\n", + "\n", + " # Collect per-surface algorithm overrides\n", + " # SurfaceProperty:HeatTransferAlgorithm, , \n", + " per_surface_algo = {} # surface_name_upper -> algorithm\n", + " # SurfaceProperty:HeatTransferAlgorithm:SurfaceList, , , surf1, surf2, ...\n", + " for obj_type, fields in objects:\n", + " ot = obj_type.lower()\n", + " if ot == \"surfaceproperty:heattransferalgorithm\" and len(fields) >= 2:\n", + " per_surface_algo[fields[0].upper()] = fields[1].lower()\n", + " elif ot == \"surfaceproperty:heattransferalgorithm:surfacelist\" and len(fields) >= 3:\n", + " algo = fields[1].lower()\n", + " for surf_name in fields[2:]:\n", + " if surf_name:\n", + " per_surface_algo[surf_name.upper()] = algo\n", + " elif ot == \"surfaceproperty:heattransferalgorithm:construction\" and len(fields) >= 2:\n", + " # construction-based override — we'd need to map constructions to surfaces\n", + " # For simplicity, store with a prefix\n", + " pass # handled below\n", + "\n", + " # Collect construction-based overrides\n", + " condfd_constructions = set() # construction names that force CondFD\n", + " for obj_type, fields in objects:\n", + " ot = obj_type.lower()\n", + " if ot == \"surfaceproperty:heattransferalgorithm:construction\" and len(fields) >= 2:\n", + " algo = fields[1].lower()\n", + " if \"conductionfinitedifference\" in algo:\n", + " constr_name = fields[2].upper() if len(fields) > 2 else \"\"\n", + " if constr_name:\n", + " condfd_constructions.add(constr_name)\n", + "\n", + " # Parse surfaces\n", + " surface_types = {\n", + " \"buildingsurface:detailed\",\n", + " \"wall:detailed\", \"roofceiling:detailed\", \"floor:detailed\",\n", + " \"wall:exterior\", \"roof\",\n", + " }\n", + "\n", + " surfaces = []\n", + " for obj_type, fields in objects:\n", + " ot = obj_type.lower()\n", + " if ot not in surface_types:\n", + " continue\n", + "\n", + " if ot == \"buildingsurface:detailed\" and len(fields) >= 5:\n", + " name = fields[0]\n", + " stype = fields[1]\n", + " construction = fields[2]\n", + " zone = fields[3]\n", + " bc = fields[5] if len(fields) > 5 else \"\"\n", + " elif ot in (\"wall:detailed\", \"roofceiling:detailed\", \"floor:detailed\") and len(fields) >= 4:\n", + " name = fields[0]\n", + " stype = ot.split(\":\")[0].capitalize()\n", + " construction = fields[1]\n", + " zone = fields[2]\n", + " bc = fields[4] if len(fields) > 4 else \"\"\n", + " elif ot == \"wall:exterior\" and len(fields) >= 3:\n", + " name = fields[0]\n", + " stype = \"Wall\"\n", + " construction = fields[1]\n", + " zone = fields[2] if len(fields) > 2 else \"\"\n", + " bc = \"Outdoors\" # always exterior\n", + " elif ot == \"roof\" and len(fields) >= 3:\n", + " name = fields[0]\n", + " stype = \"Roof\"\n", + " construction = fields[1]\n", + " zone = fields[2] if len(fields) > 2 else \"\"\n", + " bc = \"Outdoors\" # always exterior\n", + " else:\n", + " continue\n", + "\n", + " # Check exterior\n", + " if bc.lower() != \"outdoors\":\n", + " continue\n", + "\n", + " # Check CondFD: per-surface override > construction override > global\n", + " name_upper = name.upper()\n", + " if name_upper in per_surface_algo:\n", + " is_condfd = \"conductionfinitedifference\" in per_surface_algo[name_upper]\n", + " elif construction.upper() in condfd_constructions:\n", + " is_condfd = True\n", + " else:\n", + " is_condfd = global_condfd\n", + "\n", + " if not is_condfd:\n", + " continue\n", + "\n", + " surfaces.append({\n", + " \"name\": name,\n", + " \"type\": stype,\n", + " \"construction\": construction,\n", + " \"zone\": zone,\n", + " })\n", + "\n", + " return surfaces\n", + "\n", + "\n", + "# --- Run detection ---\n", + "eligible = find_condfd_exterior_surfaces(IDF_FILE)\n", + "\n", + "if not eligible:\n", + " print(\"ERROR: No exterior CondFD surfaces found in this IDF.\")\n", + " print(\" Check that HeatBalanceAlgorithm is set to ConductionFiniteDifference\")\n", + " print(\" and the IDF has exterior surfaces (Outside Boundary Condition = Outdoors).\")\n", + "else:\n", + " print(f\"Found {len(eligible)} eligible surface(s):\\n\")\n", + " for i, s in enumerate(eligible):\n", + " print(f\" [{i}] {s['name']:30s} {s['type']:6s} construction={s['construction']} zone={s['zone']}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "## Step 3: Choose surfaces and Enet values\n", + "\n", + "Pick which surfaces to override and what Enet values to test.\n", + "A baseline run (no override) is always included automatically." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Which surfaces to override?\n", + "# Options:\n", + "# \"all\" - override all eligible surfaces found above\n", + "# [0, 2] - override surfaces by index (from the list above)\n", + "# [\"Zn001:Roof001\"] - override surfaces by name\n", + "\n", + "SURFACES = \"all\"\n", + "\n", + "# Enet values to test (W/m2). Baseline (no override) is always included.\n", + "# Negative = cooling, positive = heating, 0 = no sky exchange.\n", + "ENET_VALUES = [0, -200]\n", + "\n", + "# Design-day only? Set False for annual run (slower).\n", + "DESIGN_DAY_ONLY = True\n", + "\n", + "# ============================================================\n", + "# Resolve surface selection\n", + "# ============================================================\n", + "if SURFACES == \"all\":\n", + " target_surfaces = [s[\"name\"] for s in eligible]\n", + "elif isinstance(SURFACES, list) and len(SURFACES) > 0:\n", + " if isinstance(SURFACES[0], int):\n", + " target_surfaces = [eligible[i][\"name\"] for i in SURFACES]\n", + " else:\n", + " target_surfaces = list(SURFACES)\n", + "else:\n", + " target_surfaces = [s[\"name\"] for s in eligible]\n", + "\n", + "# Ensure baseline is first\n", + "run_configs = [None] + [e for e in ENET_VALUES if e is not None]\n", + "\n", + "print(f\"Surfaces to override: {target_surfaces}\")\n", + "print(f\"Runs: baseline + Enet = {[e for e in ENET_VALUES]}\")\n", + "print(f\"Total simulations: {len(run_configs)}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "## Step 4: Run simulations\n", + "\n", + "Runs EnergyPlus once per Enet value (plus baseline). Data is collected via API callbacks." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "from pathlib import Path\n", + "from tempfile import mkdtemp\n", + "\n", + "ep_path = str(Path(ENERGYPLUS_DIR).resolve())\n", + "if ep_path not in sys.path:\n", + " sys.path.insert(0, ep_path)\n", + "\n", + "from pyenergyplus.api import EnergyPlusAPI\n", + "\n", + "\n", + "def run_single(idf_file, epw_file, target_surfaces, enet_value, design_day_only=True):\n", + " \"\"\"Run one EnergyPlus simulation, optionally overriding sky LW on target surfaces.\n", + "\n", + " Args:\n", + " enet_value: W/m2 override, or None for baseline (no override).\n", + "\n", + " Returns:\n", + " list of dicts with timestep data.\n", + " \"\"\"\n", + " _api = EnergyPlusAPI()\n", + " _state = _api.state_manager.new_state()\n", + " label = f\"Enet={enet_value}\" if enet_value is not None else \"baseline\"\n", + " _run_dir = mkdtemp(prefix=f\"enet_{label}_\")\n", + " _data = []\n", + "\n", + " def _make_callback():\n", + " ready = [False]\n", + " act_handles = [{}] # surface_name -> handle\n", + " var_handles = [{}] # surface_name -> {surf_temp, lw_rad}\n", + " global_vh = [{}] # oat, sky_temp\n", + "\n", + " def _cb(st):\n", + " if not ready[0]:\n", + " if not _api.exchange.api_data_fully_ready(st):\n", + " return\n", + "\n", + " for surf in target_surfaces:\n", + " h = _api.exchange.get_actuator_handle(\n", + " st, \"CondFD Surface\", \"Sky Longwave Radiation Override\", surf\n", + " )\n", + " if h == -1:\n", + " print(f\" WARNING: actuator not found for '{surf}' (not CondFD exterior?)\")\n", + " continue\n", + " act_handles[0][surf] = h\n", + " var_handles[0][surf] = {\n", + " \"surf_temp\": _api.exchange.get_variable_handle(\n", + " st, \"Surface Outside Face Temperature\", surf),\n", + " \"lw_rad\": _api.exchange.get_variable_handle(\n", + " st, \"Surface Outside Face Net Thermal Radiation Heat Gain Rate per Area\", surf),\n", + " }\n", + "\n", + " global_vh[0] = {\n", + " \"oat\": _api.exchange.get_variable_handle(\n", + " st, \"Site Outdoor Air Drybulb Temperature\", \"Environment\"),\n", + " \"sky_temp\": _api.exchange.get_variable_handle(\n", + " st, \"Site Sky Temperature\", \"Environment\"),\n", + " }\n", + " ready[0] = True\n", + "\n", + " # Apply override\n", + " if enet_value is not None:\n", + " for surf, h in act_handles[0].items():\n", + " _api.exchange.set_actuator_value(st, h, enet_value)\n", + "\n", + " # Skip warmup data\n", + " if _api.exchange.warmup_flag(st):\n", + " return\n", + "\n", + " # Collect\n", + " oat = _api.exchange.get_variable_value(st, global_vh[0][\"oat\"])\n", + " sky_t = _api.exchange.get_variable_value(st, global_vh[0][\"sky_temp\"])\n", + " hour = _api.exchange.hour(st) + _api.exchange.minutes(st) / 60.0\n", + " month = _api.exchange.month(st)\n", + " day = _api.exchange.day_of_month(st)\n", + "\n", + " for surf in act_handles[0]:\n", + " vh = var_handles[0][surf]\n", + " _data.append({\n", + " \"month\": month, \"day\": day, \"hour\": hour,\n", + " \"surface\": surf,\n", + " \"oat_C\": oat, \"sky_temp_C\": sky_t,\n", + " \"surf_temp_C\": _api.exchange.get_variable_value(st, vh[\"surf_temp\"]),\n", + " \"lw_rad_Wm2\": _api.exchange.get_variable_value(st, vh[\"lw_rad\"]),\n", + " \"run\": label,\n", + " })\n", + "\n", + " return _cb\n", + "\n", + " _api.runtime.callback_begin_zone_timestep_after_init_heat_balance(_state, _make_callback())\n", + "\n", + " args = [\"-d\", _run_dir, \"-w\", epw_file, idf_file]\n", + " if design_day_only:\n", + " args = [\"-D\"] + args\n", + "\n", + " print(f\" Running {label}...\", end=\" \", flush=True)\n", + " ret = _api.runtime.run_energyplus(_state, args)\n", + " _api.state_manager.delete_state(_state)\n", + "\n", + " if ret == 0:\n", + " print(f\"OK ({len(_data)} data points)\")\n", + " else:\n", + " print(f\"FAILED (return code {ret}). Check {_run_dir}/eplusout.err\")\n", + "\n", + " return _data\n", + "\n", + "\n", + "# --- Run all configurations ---\n", + "print(f\"Running {len(run_configs)} simulation(s)...\\n\")\n", + "all_data = []\n", + "for enet in run_configs:\n", + " all_data.extend(run_single(IDF_FILE, EPW_FILE, target_surfaces, enet, DESIGN_DAY_ONLY))\n", + "\n", + "print(f\"\\nDone. Total data points: {len(all_data)}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "## Step 5: Results" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "\n", + "df = pd.DataFrame(all_data)\n", + "\n", + "if len(df) == 0:\n", + " print(\"No data collected. Check the error messages above.\")\n", + "else:\n", + " # Summary per run\n", + " summary = df.groupby([\"run\", \"surface\"]).agg(\n", + " min_surf_temp=(\"surf_temp_C\", \"min\"),\n", + " max_surf_temp=(\"surf_temp_C\", \"max\"),\n", + " mean_surf_temp=(\"surf_temp_C\", \"mean\"),\n", + " mean_lw_rad=(\"lw_rad_Wm2\", \"mean\"),\n", + " ).round(1)\n", + "\n", + " print(\"Summary:\")\n", + " display(summary)\n", + " print()\n", + " display(df.head(10))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "if len(df) > 0:\n", + " surfaces = df[\"surface\"].unique()\n", + " runs = df[\"run\"].unique()\n", + "\n", + " for surf in surfaces:\n", + " sdf = df[df[\"surface\"] == surf]\n", + "\n", + " fig, axes = plt.subplots(2, 1, figsize=(13, 7), sharex=True)\n", + "\n", + " # --- Top: Surface temperature comparison ---\n", + " ax1 = axes[0]\n", + " for run_label in runs:\n", + " rdf = sdf[sdf[\"run\"] == run_label].reset_index(drop=True)\n", + " ax1.plot(rdf[\"hour\"], rdf[\"surf_temp_C\"], label=run_label, linewidth=1.5)\n", + "\n", + " # Add OAT and sky temp from baseline for reference\n", + " bdf = sdf[sdf[\"run\"] == \"baseline\"].reset_index(drop=True)\n", + " if len(bdf) > 0:\n", + " ax1.plot(bdf[\"hour\"], bdf[\"oat_C\"], label=\"OAT\", linewidth=1, linestyle=\"--\", color=\"gray\", alpha=0.6)\n", + " ax1.plot(bdf[\"hour\"], bdf[\"sky_temp_C\"], label=\"Sky Temp\", linewidth=1, linestyle=\":\", color=\"gray\", alpha=0.6)\n", + "\n", + " ax1.set_ylabel(\"Temperature (\u00b0C)\")\n", + " ax1.set_title(f\"{surf} \u2014 Surface Temperature\")\n", + " ax1.legend(loc=\"best\", fontsize=9)\n", + " ax1.grid(True, alpha=0.3)\n", + "\n", + " # --- Bottom: LW radiation comparison ---\n", + " ax2 = axes[1]\n", + " for run_label in runs:\n", + " rdf = sdf[sdf[\"run\"] == run_label].reset_index(drop=True)\n", + " ax2.plot(rdf[\"hour\"], rdf[\"lw_rad_Wm2\"], label=run_label, linewidth=1.5)\n", + "\n", + " ax2.set_ylabel(\"LW Radiation (W/m\u00b2)\")\n", + " ax2.set_xlabel(\"Hour of Day\")\n", + " ax2.set_title(f\"{surf} \u2014 Net Thermal Radiation Heat Gain\")\n", + " ax2.legend(loc=\"best\", fontsize=9)\n", + " ax2.grid(True, alpha=0.3)\n", + "\n", + " plt.tight_layout()\n", + " plt.show()\n", + "else:\n", + " print(\"No data to plot.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "## Step 6: Export results (optional)\n", + "\n", + "Save the full dataset to CSV for further analysis." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "if len(df) > 0:\n", + " out_csv = Path(IDF_FILE).stem + \"_enet_results.csv\"\n", + " df.to_csv(out_csv, index=False)\n", + " print(f\"Saved to {out_csv}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "## Advanced: Time-varying Enet from CSV\n", + "\n", + "Instead of a constant Enet, you can supply a time-series (e.g. from COMSOL or pyrgeometer data).\n", + "\n", + "Prepare a CSV with columns `month`, `day`, `hour`, `enet_Wm2`. The callback will look up the\n", + "nearest timestep and apply that value.\n", + "\n", + "Example CSV:\n", + "```\n", + "month,day,hour,enet_Wm2\n", + "7,21,0.0,-180\n", + "7,21,1.0,-190\n", + "7,21,2.0,-200\n", + "...\n", + "```" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def run_with_csv_enet(idf_file, epw_file, target_surfaces, enet_csv_path, design_day_only=True):\n", + " \"\"\"Run EnergyPlus with time-varying Enet from a CSV file.\n", + "\n", + " CSV must have columns: month, day, hour, enet_Wm2\n", + " The hour column is fractional (e.g. 1.5 = 1:30).\n", + " Values are linearly interpolated between rows.\n", + " \"\"\"\n", + " import numpy as np\n", + "\n", + " enet_schedule = pd.read_csv(enet_csv_path)\n", + " required_cols = {\"month\", \"day\", \"hour\", \"enet_Wm2\"}\n", + " if not required_cols.issubset(enet_schedule.columns):\n", + " print(f\"ERROR: CSV must have columns {required_cols}, got {set(enet_schedule.columns)}\")\n", + " return []\n", + "\n", + " # Build lookup: convert to sequential hours for interpolation\n", + " enet_schedule[\"seq_hour\"] = (\n", + " (enet_schedule[\"month\"] - 1) * 744 # approximate\n", + " + (enet_schedule[\"day\"] - 1) * 24\n", + " + enet_schedule[\"hour\"]\n", + " )\n", + " seq_hours = enet_schedule[\"seq_hour\"].values\n", + " enet_vals = enet_schedule[\"enet_Wm2\"].values\n", + "\n", + " _api = EnergyPlusAPI()\n", + " _state = _api.state_manager.new_state()\n", + " _run_dir = mkdtemp(prefix=\"enet_csv_\")\n", + " _data = []\n", + "\n", + " def _make_callback():\n", + " ready = [False]\n", + " act_handles = [{}]\n", + " var_handles = [{}]\n", + " global_vh = [{}]\n", + "\n", + " def _cb(st):\n", + " if not ready[0]:\n", + " if not _api.exchange.api_data_fully_ready(st):\n", + " return\n", + " for surf in target_surfaces:\n", + " h = _api.exchange.get_actuator_handle(\n", + " st, \"CondFD Surface\", \"Sky Longwave Radiation Override\", surf)\n", + " if h != -1:\n", + " act_handles[0][surf] = h\n", + " var_handles[0][surf] = {\n", + " \"surf_temp\": _api.exchange.get_variable_handle(\n", + " st, \"Surface Outside Face Temperature\", surf),\n", + " \"lw_rad\": _api.exchange.get_variable_handle(\n", + " st, \"Surface Outside Face Net Thermal Radiation Heat Gain Rate per Area\", surf),\n", + " }\n", + " global_vh[0] = {\n", + " \"oat\": _api.exchange.get_variable_handle(\n", + " st, \"Site Outdoor Air Drybulb Temperature\", \"Environment\"),\n", + " \"sky_temp\": _api.exchange.get_variable_handle(\n", + " st, \"Site Sky Temperature\", \"Environment\"),\n", + " }\n", + " ready[0] = True\n", + "\n", + " # Interpolate Enet for current timestep\n", + " month = _api.exchange.month(st)\n", + " day = _api.exchange.day_of_month(st)\n", + " hour = _api.exchange.hour(st) + _api.exchange.minutes(st) / 60.0\n", + " current_seq = (month - 1) * 744 + (day - 1) * 24 + hour\n", + " enet_now = float(np.interp(current_seq, seq_hours, enet_vals))\n", + "\n", + " for surf, h in act_handles[0].items():\n", + " _api.exchange.set_actuator_value(st, h, enet_now)\n", + "\n", + " if _api.exchange.warmup_flag(st):\n", + " return\n", + "\n", + " oat = _api.exchange.get_variable_value(st, global_vh[0][\"oat\"])\n", + " sky_t = _api.exchange.get_variable_value(st, global_vh[0][\"sky_temp\"])\n", + " for surf in act_handles[0]:\n", + " vh = var_handles[0][surf]\n", + " _data.append({\n", + " \"month\": month, \"day\": day, \"hour\": hour,\n", + " \"surface\": surf,\n", + " \"oat_C\": oat, \"sky_temp_C\": sky_t,\n", + " \"surf_temp_C\": _api.exchange.get_variable_value(st, vh[\"surf_temp\"]),\n", + " \"lw_rad_Wm2\": _api.exchange.get_variable_value(st, vh[\"lw_rad\"]),\n", + " \"enet_applied_Wm2\": enet_now,\n", + " \"run\": \"csv_enet\",\n", + " })\n", + "\n", + " return _cb\n", + "\n", + " _api.runtime.callback_begin_zone_timestep_after_init_heat_balance(_state, _make_callback())\n", + "\n", + " args = [\"-d\", _run_dir, \"-w\", epw_file, idf_file]\n", + " if design_day_only:\n", + " args = [\"-D\"] + args\n", + "\n", + " print(f\" Running with CSV Enet schedule ({len(enet_schedule)} rows)...\", end=\" \", flush=True)\n", + " ret = _api.runtime.run_energyplus(_state, args)\n", + " _api.state_manager.delete_state(_state)\n", + " print(f\"{'OK' if ret == 0 else 'FAILED'} ({len(_data)} pts)\")\n", + "\n", + " return _data\n", + "\n", + "\n", + "# Example usage (uncomment and edit):\n", + "# csv_data = run_with_csv_enet(IDF_FILE, EPW_FILE, target_surfaces, \"my_enet_schedule.csv\")\n", + "# csv_df = pd.DataFrame(csv_data)\n", + "# csv_df.plot(x=\"hour\", y=[\"surf_temp_C\", \"enet_applied_Wm2\"], secondary_y=\"enet_applied_Wm2\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "name": "python", + "version": "3.11.0" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/testfiles/PythonPluginCondFD_Enet.py b/testfiles/PythonPluginCondFD_Enet.py new file mode 100644 index 00000000000..459f9d5d1b5 --- /dev/null +++ b/testfiles/PythonPluginCondFD_Enet.py @@ -0,0 +1,111 @@ +# EnergyPlus, Copyright (c) 1996-present, The Board of Trustees of the +# University of Illinois, The Regents of the University of California, through +# Lawrence Berkeley National Laboratory (subject to receipt of any required +# approvals from the U.S. Dept. of Energy), Oak Ridge National Laboratory, +# managed by UT-Battelle, Alliance for Energy Innovation, LLC, and other +# contributors. All rights reserved. +# +# NOTICE: This Software was developed under funding from the U.S. Department of +# Energy and the U.S. Government consequently retains certain rights. As such, +# the U.S. Government has been granted for itself and others acting on its +# behalf a paid-up, nonexclusive, irrevocable, worldwide license in the +# Software to reproduce, distribute copies to the public, prepare derivative +# works, and perform publicly and display publicly, and to permit others to do +# so. +# +# Redistribution and use in source and binary forms, with or without +# modification, are permitted provided that the following conditions are met: +# +# (1) Redistributions of source code must retain the above copyright notice, +# this list of conditions and the following disclaimer. +# +# (2) Redistributions in binary form must reproduce the above copyright notice, +# this list of conditions and the following disclaimer in the documentation +# and/or other materials provided with the distribution. +# +# (3) Neither the name of the University of California, Lawrence Berkeley +# National Laboratory, the University of Illinois, U.S. Dept. of Energy nor +# the names of its contributors may be used to endorse or promote products +# derived from this software without specific prior written permission. +# +# (4) Use of EnergyPlus(TM) Name. If Licensee (i) distributes the software in +# stand-alone form without changes from the version obtained under this +# License, or (ii) Licensee makes a reference solely to the software +# portion of its product, Licensee must refer to the software as +# "EnergyPlus version X" software, where "X" is the version number Licensee +# obtained under this License and may not use a different name for the +# software. Except as specifically required in this Section (4), Licensee +# shall not use in a company name, a product name, in advertising, +# publicity, or other promotional activities any name, trade name, +# trademark, logo, or other designation of "EnergyPlus", "E+", "e+" or +# confusingly similar designation, without the U.S. Department of Energy's +# prior written consent. +# +# THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" +# AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE +# IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE +# ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE +# LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR +# CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF +# SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS +# INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN +# CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) +# ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE +# POSSIBILITY OF SUCH DAMAGE. + +"""CondFD Sky Longwave Radiation Override — Python Plugin Example. + +Overrides the sky LW radiation term on a CondFD exterior surface with a +constant Enet value (W/m2). Positive = heat INTO surface. + +To use with any IDF: +1. Set SURFACE_NAME to your target exterior CondFD surface +2. Set ENET_VALUE to desired sky LW flux (W/m2) +3. Add to your IDF: + + PythonPlugin:SearchPaths, + Yes, !- Add Current Working Directory + Yes; !- Add Input File Directory + + PythonPlugin:Instance, + EnetOverridePlugin, !- Name + Yes, !- Run During Warmup Days + PythonPluginCondFD_Enet, !- Module Name + EnetSkyOverride; !- Class Name +""" + +from pyenergyplus.plugin import EnergyPlusPlugin + +# === Configuration === +SURFACE_NAME = "Zn001:Roof001" +ENET_VALUE = -200.0 # W/m2 + + +class EnetSkyOverride(EnergyPlusPlugin): + + def __init__(self): + super().__init__() + self.need_to_get_handles = True + self.enet_handle = None + + def on_begin_timestep_before_predictor(self, state) -> int: + if self.need_to_get_handles: + if not self.api.exchange.api_data_fully_ready(state): + return 0 + self.enet_handle = self.api.exchange.get_actuator_handle( + state, + "CondFD Surface", + "Sky Longwave Radiation Override", + SURFACE_NAME, + ) + if self.enet_handle == -1: + self.api.runtime.issue_severe( + state, + f"EnetSkyOverride: no actuator for surface '{SURFACE_NAME}'. " + "Surface must be exterior + ConductionFiniteDifference.", + ) + return 1 + self.need_to_get_handles = False + + self.api.exchange.set_actuator_value(state, self.enet_handle, ENET_VALUE) + return 0 From 619ca65623834b8c700f3344b7e90bb34b6ab056 Mon Sep 17 00:00:00 2001 From: brianlball Date: Tue, 17 Mar 2026 15:21:46 -0500 Subject: [PATCH 05/16] Strengthen CondFD sky LW actuator unit test assertions Add QRad sign checks, SurfOpaqOutFaceCondFlux monotonic ordering, and actuator toggle-back test to cover output variable correctness and state restoration. --- .../unit/HeatBalFiniteDiffManager.unit.cc | 36 +++++++++++++++++++ 1 file changed, 36 insertions(+) diff --git a/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc b/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc index 891174b47df..c36e73e878e 100644 --- a/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc +++ b/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc @@ -1113,6 +1113,10 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) Real64 const TDT_baseline = TDT_arr(nodeIdx); Real64 const QRad_baseline = state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1); + Real64 const CondFlux_baseline = state->dataHeatBalSurf->SurfOpaqOutFaceCondFlux(1); + + // With sky at -20C and surface at 20C, baseline has large net outgoing radiation → QRad negative + EXPECT_LT(QRad_baseline, 0.0); // --- Sub-case 2: Actuator ON, Enet=0 (no sky LW exchange) --- surfFD.enetActuator.isActuated = true; @@ -1124,9 +1128,14 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) Real64 const TDT_enet0 = TDT_arr(nodeIdx); Real64 const QRad_enet0 = state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1); + Real64 const CondFlux_enet0 = state->dataHeatBalSurf->SurfOpaqOutFaceCondFlux(1); // With Enet=0, no sky cooling, so surface should be warmer than baseline (where sky cools it) EXPECT_GT(TDT_enet0, TDT_baseline); + // Sky at -20C vs surface at 20C → baseline has large outgoing radiation; Enet=0 removes that sky term + EXPECT_GT(QRad_enet0, QRad_baseline); + // Less radiation out → less heat pulled through wall → smaller outward conduction flux + EXPECT_LT(CondFlux_enet0, CondFlux_baseline); // --- Sub-case 3: Actuator ON, Enet=-200 (strong sky cooling) --- surfFD.enetActuator.isActuated = true; @@ -1137,6 +1146,8 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) TotNodes, HMovInsul); Real64 const TDT_enetNeg200 = TDT_arr(nodeIdx); + Real64 const QRad_enetNeg200 = state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1); + Real64 const CondFlux_enetNeg200 = state->dataHeatBalSurf->SurfOpaqOutFaceCondFlux(1); // Enet=-200 is much stronger cooling than the default sky term, so surface should be colder EXPECT_LT(TDT_enetNeg200, TDT_baseline); @@ -1150,11 +1161,36 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) TotNodes, HMovInsul); Real64 const TDT_enetPos200 = TDT_arr(nodeIdx); + Real64 const QRad_enetPos200 = state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1); + Real64 const CondFlux_enetPos200 = state->dataHeatBalSurf->SurfOpaqOutFaceCondFlux(1); + + // Enet=+200 W/m² net incoming → QRad sign flips positive (surface gains radiation) + EXPECT_GT(QRad_enetPos200, 0.0); // Ordering: Enet=-200 < baseline < Enet=0 < Enet=+200 EXPECT_LT(TDT_enetNeg200, TDT_baseline); EXPECT_LT(TDT_baseline, TDT_enet0); EXPECT_LT(TDT_enet0, TDT_enetPos200); + + // QRad and CondFlux have matching monotonic ordering: stronger cooling → more negative QRad, larger outward CondFlux + EXPECT_LT(QRad_enetNeg200, QRad_baseline); + EXPECT_LT(QRad_baseline, QRad_enet0); + EXPECT_LT(QRad_enet0, QRad_enetPos200); + EXPECT_GT(CondFlux_enetNeg200, CondFlux_baseline); + EXPECT_GT(CondFlux_baseline, CondFlux_enet0); + EXPECT_GT(CondFlux_enet0, CondFlux_enetPos200); + + // --- Sub-case 5: Actuator toggled back OFF → recovers baseline --- + surfFD.enetActuator.isActuated = false; + surfFD.enetActuator.actuatedValue = 0.0; + TDT_arr = 20.0; // reset + + ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, + TotNodes, HMovInsul); + + EXPECT_NEAR(TDT_arr(nodeIdx), TDT_baseline, 1e-10); + EXPECT_NEAR(state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1), QRad_baseline, 1e-10); + EXPECT_NEAR(state->dataHeatBalSurf->SurfOpaqOutFaceCondFlux(1), CondFlux_baseline, 1e-10); } } // namespace EnergyPlus From 6a8179ff304efe0fb624192318c0c2a71d68f605 Mon Sep 17 00:00:00 2001 From: brianlball Date: Tue, 17 Mar 2026 18:16:14 -0500 Subject: [PATCH 06/16] update debugging notebook with rain_flag to explain large spike in flux --- scripts/CondFD_Enet_Override.ipynb | 1366 ++++++++++++++++++++++------ 1 file changed, 1113 insertions(+), 253 deletions(-) diff --git a/scripts/CondFD_Enet_Override.ipynb b/scripts/CondFD_Enet_Override.ipynb index 2604fae5244..7fdeb318af0 100644 --- a/scripts/CondFD_Enet_Override.ipynb +++ b/scripts/CondFD_Enet_Override.ipynb @@ -7,13 +7,7 @@ "# CondFD Sky Longwave Radiation Override\n", "\n", "Override the sky longwave radiation term (`hsky * (Tsky - Tsurf)`) on CondFD exterior surfaces\n", - "with a user-supplied net sky radiation flux (W/m\u00b2). Works with **any IDF/EPW pair**.\n", - "\n", - "### What this does\n", - "\n", - "EnergyPlus normally computes sky LW radiation using a linearized h-coefficient model.\n", - "This actuator replaces that calculation with your own value \u2014 from COMSOL, pyrgeometer data,\n", - "or any other source.\n", + "with a user-supplied net sky radiation flux (W/m²). Works with **any IDF/EPW pair**.\n", "\n", "### Sign convention\n", "\n", @@ -42,7 +36,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ @@ -60,37 +54,41 @@ "metadata": {}, "source": [ "---\n", - "## Step 2: Parse IDF and find eligible surfaces\n", - "\n", - "This cell reads the IDF text and identifies all exterior CondFD surfaces that can be overridden.\n", - "A surface is eligible if:\n", - "1. It is a `BuildingSurface:Detailed` (or `Wall:Detailed`, `RoofCeiling:Detailed`, `Floor:Detailed`)\n", - "2. Its outside boundary condition is `Outdoors`\n", - "3. The heat balance algorithm is `ConductionFiniteDifference` (globally or per-surface)" + "## Step 2: Parse IDF and find eligible surfaces" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Found 5 eligible surface(s):\n", + "\n", + " [0] Zn001:Wall001 Wall construction=R13WALL zone=ZONE ONE\n", + " [1] Zn001:Wall002 Wall construction=R13WALL zone=ZONE ONE\n", + " [2] Zn001:Wall003 Wall construction=R13WALL zone=ZONE ONE\n", + " [3] Zn001:Wall004 Wall construction=R13WALL zone=ZONE ONE\n", + " [4] Zn001:Roof001 Roof construction=ROOF_CONCRETE zone=ZONE ONE\n" + ] + } + ], "source": [ "import re\n", "from pathlib import Path\n", "\n", "def parse_idf_objects(idf_text):\n", " \"\"\"Parse IDF text into a list of (object_type, [field_values]) tuples.\"\"\"\n", - " # Strip comments\n", " lines = []\n", " for line in idf_text.splitlines():\n", - " # Remove inline comments (everything after ! outside of strings)\n", " idx = line.find(\"!\")\n", " if idx >= 0:\n", " line = line[:idx]\n", " lines.append(line.strip())\n", " text = \" \".join(lines)\n", - "\n", - " # Split on semicolons to get objects\n", " objects = []\n", " for obj_str in text.split(\";\"):\n", " obj_str = obj_str.strip()\n", @@ -98,21 +96,15 @@ " continue\n", " fields = [f.strip() for f in obj_str.split(\",\")]\n", " if fields:\n", - " obj_type = fields[0]\n", - " obj_fields = fields[1:]\n", - " objects.append((obj_type, obj_fields))\n", + " objects.append((fields[0], fields[1:]))\n", " return objects\n", "\n", "\n", "def find_condfd_exterior_surfaces(idf_path):\n", - " \"\"\"Find all exterior surfaces that use CondFD heat balance.\n", - "\n", - " Returns list of dicts: {name, surface_type, construction, zone, boundary_cond}\n", - " \"\"\"\n", + " \"\"\"Find all exterior surfaces that use CondFD heat balance.\"\"\"\n", " idf_text = Path(idf_path).read_text(encoding=\"utf-8\", errors=\"replace\")\n", " objects = parse_idf_objects(idf_text)\n", "\n", - " # Check global heat balance algorithm\n", " global_condfd = False\n", " for obj_type, fields in objects:\n", " if obj_type.lower() == \"heatbalancealgorithm\" and fields:\n", @@ -120,10 +112,8 @@ " global_condfd = True\n", " break\n", "\n", - " # Collect per-surface algorithm overrides\n", - " # SurfaceProperty:HeatTransferAlgorithm, , \n", - " per_surface_algo = {} # surface_name_upper -> algorithm\n", - " # SurfaceProperty:HeatTransferAlgorithm:SurfaceList, , , surf1, surf2, ...\n", + " per_surface_algo = {}\n", + " condfd_constructions = set()\n", " for obj_type, fields in objects:\n", " ot = obj_type.lower()\n", " if ot == \"surfaceproperty:heattransferalgorithm\" and len(fields) >= 2:\n", @@ -133,27 +123,13 @@ " for surf_name in fields[2:]:\n", " if surf_name:\n", " per_surface_algo[surf_name.upper()] = algo\n", - " elif ot == \"surfaceproperty:heattransferalgorithm:construction\" and len(fields) >= 2:\n", - " # construction-based override — we'd need to map constructions to surfaces\n", - " # For simplicity, store with a prefix\n", - " pass # handled below\n", - "\n", - " # Collect construction-based overrides\n", - " condfd_constructions = set() # construction names that force CondFD\n", - " for obj_type, fields in objects:\n", - " ot = obj_type.lower()\n", - " if ot == \"surfaceproperty:heattransferalgorithm:construction\" and len(fields) >= 2:\n", - " algo = fields[1].lower()\n", - " if \"conductionfinitedifference\" in algo:\n", - " constr_name = fields[2].upper() if len(fields) > 2 else \"\"\n", - " if constr_name:\n", - " condfd_constructions.add(constr_name)\n", + " elif ot == \"surfaceproperty:heattransferalgorithm:construction\" and len(fields) >= 3:\n", + " if \"conductionfinitedifference\" in fields[1].lower():\n", + " condfd_constructions.add(fields[2].upper())\n", "\n", - " # Parse surfaces\n", " surface_types = {\n", - " \"buildingsurface:detailed\",\n", - " \"wall:detailed\", \"roofceiling:detailed\", \"floor:detailed\",\n", - " \"wall:exterior\", \"roof\",\n", + " \"buildingsurface:detailed\", \"wall:detailed\", \"roofceiling:detailed\",\n", + " \"floor:detailed\", \"wall:exterior\", \"roof\",\n", " }\n", "\n", " surfaces = []\n", @@ -161,39 +137,20 @@ " ot = obj_type.lower()\n", " if ot not in surface_types:\n", " continue\n", - "\n", - " if ot == \"buildingsurface:detailed\" and len(fields) >= 5:\n", - " name = fields[0]\n", - " stype = fields[1]\n", - " construction = fields[2]\n", - " zone = fields[3]\n", - " bc = fields[5] if len(fields) > 5 else \"\"\n", - " elif ot in (\"wall:detailed\", \"roofceiling:detailed\", \"floor:detailed\") and len(fields) >= 4:\n", - " name = fields[0]\n", - " stype = ot.split(\":\")[0].capitalize()\n", - " construction = fields[1]\n", - " zone = fields[2]\n", - " bc = fields[4] if len(fields) > 4 else \"\"\n", + " if ot == \"buildingsurface:detailed\" and len(fields) >= 6:\n", + " name, stype, construction, zone = fields[0], fields[1], fields[2], fields[3]\n", + " bc = fields[5]\n", + " elif ot in (\"wall:detailed\", \"roofceiling:detailed\", \"floor:detailed\") and len(fields) >= 5:\n", + " name, stype, construction, zone = fields[0], ot.split(\":\")[0].capitalize(), fields[1], fields[2]\n", + " bc = fields[4]\n", " elif ot == \"wall:exterior\" and len(fields) >= 3:\n", - " name = fields[0]\n", - " stype = \"Wall\"\n", - " construction = fields[1]\n", - " zone = fields[2] if len(fields) > 2 else \"\"\n", - " bc = \"Outdoors\" # always exterior\n", + " name, stype, construction, zone, bc = fields[0], \"Wall\", fields[1], fields[2], \"Outdoors\"\n", " elif ot == \"roof\" and len(fields) >= 3:\n", - " name = fields[0]\n", - " stype = \"Roof\"\n", - " construction = fields[1]\n", - " zone = fields[2] if len(fields) > 2 else \"\"\n", - " bc = \"Outdoors\" # always exterior\n", + " name, stype, construction, zone, bc = fields[0], \"Roof\", fields[1], fields[2], \"Outdoors\"\n", " else:\n", " continue\n", - "\n", - " # Check exterior\n", " if bc.lower() != \"outdoors\":\n", " continue\n", - "\n", - " # Check CondFD: per-surface override > construction override > global\n", " name_upper = name.upper()\n", " if name_upper in per_surface_algo:\n", " is_condfd = \"conductionfinitedifference\" in per_surface_algo[name_upper]\n", @@ -201,27 +158,15 @@ " is_condfd = True\n", " else:\n", " is_condfd = global_condfd\n", - "\n", - " if not is_condfd:\n", - " continue\n", - "\n", - " surfaces.append({\n", - " \"name\": name,\n", - " \"type\": stype,\n", - " \"construction\": construction,\n", - " \"zone\": zone,\n", - " })\n", + " if is_condfd:\n", + " surfaces.append({\"name\": name, \"type\": stype, \"construction\": construction, \"zone\": zone})\n", "\n", " return surfaces\n", "\n", "\n", - "# --- Run detection ---\n", "eligible = find_condfd_exterior_surfaces(IDF_FILE)\n", - "\n", "if not eligible:\n", - " print(\"ERROR: No exterior CondFD surfaces found in this IDF.\")\n", - " print(\" Check that HeatBalanceAlgorithm is set to ConductionFiniteDifference\")\n", - " print(\" and the IDF has exterior surfaces (Outside Boundary Condition = Outdoors).\")\n", + " print(\"ERROR: No exterior CondFD surfaces found.\")\n", "else:\n", " print(f\"Found {len(eligible)} eligible surface(s):\\n\")\n", " for i, s in enumerate(eligible):\n", @@ -233,32 +178,40 @@ "metadata": {}, "source": [ "---\n", - "## Step 3: Choose surfaces and Enet values\n", - "\n", - "Pick which surfaces to override and what Enet values to test.\n", - "A baseline run (no override) is always included automatically." + "## Step 3: Choose surfaces, Enet values, and run period" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Surfaces: ['Zn001:Wall001', 'Zn001:Wall002', 'Zn001:Wall003', 'Zn001:Wall004', 'Zn001:Roof001']\n", + "Runs: baseline + Enet = [0, -200]\n", + "Run period: (7, 1, 7, 7)\n", + "Total simulations: 3\n" + ] + } + ], "source": [ "# Which surfaces to override?\n", - "# Options:\n", - "# \"all\" - override all eligible surfaces found above\n", - "# [0, 2] - override surfaces by index (from the list above)\n", - "# [\"Zn001:Roof001\"] - override surfaces by name\n", - "\n", + "# \"all\" - all eligible surfaces\n", + "# [0, 2] - by index from the list above\n", + "# [\"Zn001:Roof001\"] - by name\n", "SURFACES = \"all\"\n", "\n", "# Enet values to test (W/m2). Baseline (no override) is always included.\n", - "# Negative = cooling, positive = heating, 0 = no sky exchange.\n", "ENET_VALUES = [0, -200]\n", "\n", - "# Design-day only? Set False for annual run (slower).\n", - "DESIGN_DAY_ONLY = True\n", + "# Run period:\n", + "# \"design_day\" — uses IDF design days only (fast, but winter+summer overlap on x-axis)\n", + "# \"annual\" — full year\n", + "# (start_month, start_day, end_month, end_day) — custom date range\n", + "RUN_PERIOD = (7, 1, 7, 7) # July 1-7\n", "\n", "# ============================================================\n", "# Resolve surface selection\n", @@ -273,11 +226,11 @@ "else:\n", " target_surfaces = [s[\"name\"] for s in eligible]\n", "\n", - "# Ensure baseline is first\n", "run_configs = [None] + [e for e in ENET_VALUES if e is not None]\n", "\n", - "print(f\"Surfaces to override: {target_surfaces}\")\n", + "print(f\"Surfaces: {target_surfaces}\")\n", "print(f\"Runs: baseline + Enet = {[e for e in ENET_VALUES]}\")\n", + "print(f\"Run period: {RUN_PERIOD}\")\n", "print(f\"Total simulations: {len(run_configs)}\")" ] }, @@ -286,20 +239,37 @@ "metadata": {}, "source": [ "---\n", - "## Step 4: Run simulations\n", - "\n", - "Runs EnergyPlus once per Enet value (plus baseline). Data is collected via API callbacks." + "## Step 4: Run simulations" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Created run epjson 7/1-7/7: C:\\Users\\Brian\\AppData\\Local\\Temp\\enet_epjson_w4_l9_dw\\1ZoneCondFD_Enet_Test_enet_run.epJSON\n", + "\n", + "Running 3 simulation(s)...\n", + "\n", + " Running baseline... OK (16795 pts)\n", + " Running Enet=0... OK (16795 pts)\n", + " Running Enet=-200... OK (16795 pts)\n", + "\n", + "Done. Total data points: 50385\n" + ] + } + ], "source": [ "import sys\n", + "import json\n", + "import subprocess\n", "from pathlib import Path\n", "from tempfile import mkdtemp\n", + "from datetime import datetime\n", "\n", "ep_path = str(Path(ENERGYPLUS_DIR).resolve())\n", "if ep_path not in sys.path:\n", @@ -308,14 +278,90 @@ "from pyenergyplus.api import EnergyPlusAPI\n", "\n", "\n", - "def run_single(idf_file, epw_file, target_surfaces, enet_value, design_day_only=True):\n", - " \"\"\"Run one EnergyPlus simulation, optionally overriding sky LW on target surfaces.\n", + "def make_run_epjson(idf_path, ep_dir, start_month, start_day, end_month, end_day):\n", + " \"\"\"Convert an IDF to epJSON and patch it for a custom weather-period run.\n", "\n", - " Args:\n", - " enet_value: W/m2 override, or None for baseline (no override).\n", + " Uses `energyplus --convert-only` to do a lossless IDF→epJSON conversion,\n", + " then:\n", + " 1. Replaces RunPeriod with a single custom date window.\n", + " 2. Patches SimulationControl to enable weather-period runs and disable\n", + " sizing-period runs (guards against IDFs that have the flags inverted).\n", "\n", - " Returns:\n", - " list of dicts with timestep data.\n", + " Returns the path to the patched .epJSON temp file.\n", + " \"\"\"\n", + " ep_exe = str(Path(ep_dir) / \"energyplus.exe\")\n", + " tmp_dir = mkdtemp(prefix=\"enet_epjson_\")\n", + "\n", + " # --convert-only: parse IDF, write epJSON, exit without simulating.\n", + " # -d: put output in our temp dir so we don't clutter the IDF source folder.\n", + " result = subprocess.run(\n", + " [ep_exe, \"--convert-only\", \"-d\", tmp_dir, str(idf_path)],\n", + " capture_output=True, text=True\n", + " )\n", + "\n", + " epjson_path = Path(tmp_dir) / (Path(idf_path).stem + \".epJSON\")\n", + " if not epjson_path.exists():\n", + " raise FileNotFoundError(\n", + " f\"epjson conversion failed.\\nstdout: {result.stdout}\\nstderr: {result.stderr}\"\n", + " )\n", + "\n", + " with open(epjson_path) as f:\n", + " epjson = json.load(f)\n", + "\n", + " # 1. Replace all RunPeriod entries with a single custom window.\n", + " # epJSON stores objects as dicts keyed by instance name.\n", + " epjson[\"RunPeriod\"] = {\n", + " \"Enet_Override_Period\": {\n", + " \"begin_month\": start_month,\n", + " \"begin_day_of_month\": start_day,\n", + " \"end_month\": end_month,\n", + " \"end_day_of_month\": end_day,\n", + " \"day_of_week_for_start_day\": \"Tuesday\",\n", + " \"use_weather_file_holidays_and_special_days\": \"Yes\",\n", + " \"use_weather_file_daylight_saving_period\": \"Yes\",\n", + " \"apply_weekend_holiday_rule\": \"No\",\n", + " \"use_weather_file_rain_indicators\": \"Yes\",\n", + " \"use_weather_file_snow_indicators\": \"Yes\",\n", + " }\n", + " }\n", + "\n", + " # 2. Patch SimulationControl so we always run weather periods and skip\n", + " # sizing periods. Some IDFs (like the 1-zone test IDF) ship with\n", + " # run_simulation_for_weather_file_run_periods = No; without this patch\n", + " # EnergyPlus would run design days only and ignore our custom RunPeriod.\n", + " if \"SimulationControl\" in epjson:\n", + " for sc_obj in epjson[\"SimulationControl\"].values():\n", + " sc_obj[\"run_simulation_for_weather_file_run_periods\"] = \"Yes\"\n", + " sc_obj[\"run_simulation_for_sizing_periods\"] = \"No\"\n", + "\n", + " out_path = Path(tmp_dir) / (Path(idf_path).stem + \"_enet_run.epJSON\")\n", + " with open(out_path, \"w\") as f:\n", + " json.dump(epjson, f, indent=2)\n", + "\n", + " return str(out_path)\n", + "\n", + "\n", + "def run_single(idf_file, epw_file, target_surfaces, enet_value, run_period):\n", + " \"\"\"Run one EnergyPlus simulation with an optional constant sky LW override.\n", + "\n", + " Args:\n", + " idf_file: Path to IDF or epJSON input file.\n", + " epw_file: Path to EPW weather file.\n", + " target_surfaces: List of surface names to override.\n", + " enet_value: Constant Enet flux (W/m²) to apply, or None for baseline\n", + " (actuator never set → EnergyPlus uses its standard sky term).\n", + " run_period: \"design_day\" to add -D flag; any other value runs weather periods.\n", + "\n", + " The callback fires at callback_begin_zone_timestep_after_init_heat_balance,\n", + " which is before ExteriorBCEqns runs. This is the correct point to set\n", + " actuator values so they take effect in the current timestep's heat balance.\n", + "\n", + " Output variable values read via get_variable_value reflect the PREVIOUS timestep\n", + " (values are written at the end of each timestep solve). Therefore we skip the\n", + " first real timestep after warmup ends: its variable values come from the last\n", + " warmup step and may be extreme/uninitialized.\n", + "\n", + " Returns (list_of_data_dicts, run_dir_path).\n", " \"\"\"\n", " _api = EnergyPlusAPI()\n", " _state = _api.state_manager.new_state()\n", @@ -324,64 +370,121 @@ " _data = []\n", "\n", " def _make_callback():\n", - " ready = [False]\n", - " act_handles = [{}] # surface_name -> handle\n", - " var_handles = [{}] # surface_name -> {surf_temp, lw_rad}\n", - " global_vh = [{}] # oat, sky_temp\n", + " # Mutable containers used as closures (Python 2-style workaround for nonlocal).\n", + " ready = [False] # True once all handles have been looked up\n", + " act_handles = [{}] # surf_name → actuator handle int\n", + " var_handles = [{}] # surf_name → dict of output-variable handle ints\n", + " global_vh = [{}] # site-level variable handles (OAT, sky temp)\n", + " post_warmup = [True] # True until the first real non-warmup timestep has been skipped\n", "\n", " def _cb(st):\n", + " # --- One-time handle lookup ---\n", + " # api_data_fully_ready returns False during early init before all\n", + " # output variables, actuators, and meters have been registered.\n", " if not ready[0]:\n", " if not _api.exchange.api_data_fully_ready(st):\n", " return\n", "\n", " for surf in target_surfaces:\n", + " # get_actuator_handle: looks up the EMS actuator by\n", + " # (component_type, control_type, actuator_key).\n", + " # Returns -1 if the actuator doesn't exist for this surface.\n", " h = _api.exchange.get_actuator_handle(\n", - " st, \"CondFD Surface\", \"Sky Longwave Radiation Override\", surf\n", - " )\n", + " st, \"CondFD Surface\", \"Sky Longwave Radiation Override\", surf)\n", " if h == -1:\n", - " print(f\" WARNING: actuator not found for '{surf}' (not CondFD exterior?)\")\n", + " print(f\" WARNING: actuator not found for '{surf}'\")\n", " continue\n", " act_handles[0][surf] = h\n", + "\n", + " # get_variable_handle: looks up an EnergyPlus output variable\n", + " # by (variable_name, key_value). Returns -1 if not found.\n", " var_handles[0][surf] = {\n", " \"surf_temp\": _api.exchange.get_variable_handle(\n", " st, \"Surface Outside Face Temperature\", surf),\n", " \"lw_rad\": _api.exchange.get_variable_handle(\n", " st, \"Surface Outside Face Net Thermal Radiation Heat Gain Rate per Area\", surf),\n", + " \"conv\": _api.exchange.get_variable_handle(\n", + " st, \"Surface Outside Face Convection Heat Gain Rate per Area\", surf),\n", + " \"cond\": _api.exchange.get_variable_handle(\n", + " st, \"Surface Outside Face Conduction Heat Transfer Rate per Area\", surf),\n", " }\n", "\n", + " # Site-level variables use \"Environment\" as the key.\n", " global_vh[0] = {\n", - " \"oat\": _api.exchange.get_variable_handle(\n", + " \"oat\": _api.exchange.get_variable_handle(\n", " st, \"Site Outdoor Air Drybulb Temperature\", \"Environment\"),\n", " \"sky_temp\": _api.exchange.get_variable_handle(\n", " st, \"Site Sky Temperature\", \"Environment\"),\n", " }\n", " ready[0] = True\n", "\n", - " # Apply override\n", + " # --- Apply constant actuator value every timestep ---\n", + " # When enet_value is None (baseline), we never touch the actuator so\n", + " # EnergyPlus runs its standard hsky*(Tsky-Tsurf) sky radiation term.\n", " if enet_value is not None:\n", " for surf, h in act_handles[0].items():\n", + " # set_actuator_value overrides the sky LW term for this timestep.\n", + " # The value (W/m²) replaces hsky*(Tsky-Tsurf) in ExteriorBCEqns.\n", " _api.exchange.set_actuator_value(st, h, enet_value)\n", "\n", - " # Skip warmup data\n", + " # --- Skip warmup timesteps ---\n", + " # During warmup EnergyPlus repeats the first day until temperatures\n", + " # converge; we don't want those in the results.\n", " if _api.exchange.warmup_flag(st):\n", + " post_warmup[0] = True\n", " return\n", "\n", - " # Collect\n", - " oat = _api.exchange.get_variable_value(st, global_vh[0][\"oat\"])\n", - " sky_t = _api.exchange.get_variable_value(st, global_vh[0][\"sky_temp\"])\n", - " hour = _api.exchange.hour(st) + _api.exchange.minutes(st) / 60.0\n", + " # --- Skip first real timestep after warmup ---\n", + " # get_variable_value reads values written at the END of the PREVIOUS\n", + " # timestep. On the very first non-warmup callback, the \"previous\"\n", + " # timestep is the last warmup step, whose variable values may be\n", + " # extreme. Skipping one timestep ensures we only record settled values.\n", + " if post_warmup[0]:\n", + " post_warmup[0] = False\n", + " return\n", + "\n", + " # --- Collect results ---\n", " month = _api.exchange.month(st)\n", - " day = _api.exchange.day_of_month(st)\n", + " day = _api.exchange.day_of_month(st)\n", + " # hour() returns 0–23; minutes() returns 0–59 (sub-hourly timestep offset)\n", + " hour = _api.exchange.hour(st) + _api.exchange.minutes(st) / 60.0\n", + " oat = _api.exchange.get_variable_value(st, global_vh[0][\"oat\"])\n", + " sky_t = _api.exchange.get_variable_value(st, global_vh[0][\"sky_temp\"])\n", + "\n", + " h_int = int(hour)\n", + " m_int = int((hour - h_int) * 60)\n", + " try:\n", + " dt = datetime(2024, int(month), int(day), min(h_int, 23), min(m_int, 59))\n", + " except ValueError:\n", + " dt = datetime(2024, 1, 1)\n", "\n", " for surf in act_handles[0]:\n", " vh = var_handles[0][surf]\n", " _data.append({\n", - " \"month\": month, \"day\": day, \"hour\": hour,\n", - " \"surface\": surf,\n", - " \"oat_C\": oat, \"sky_temp_C\": sky_t,\n", - " \"surf_temp_C\": _api.exchange.get_variable_value(st, vh[\"surf_temp\"]),\n", - " \"lw_rad_Wm2\": _api.exchange.get_variable_value(st, vh[\"lw_rad\"]),\n", - " \"run\": label,\n", + " \"datetime\": dt,\n", + " \"month\": month,\n", + " \"day\": day,\n", + " \"hour\": hour,\n", + " \"surface\": surf,\n", + " \"oat_C\": oat,\n", + " \"sky_temp_C\": sky_t,\n", + " # Surface outside face temperature (°C)\n", + " \"surf_temp_C\": _api.exchange.get_variable_value(st, vh[\"surf_temp\"]),\n", + " # Net longwave radiation at outside face (W/m²); negative = net loss from surface\n", + " \"lw_rad_Wm2\": _api.exchange.get_variable_value(st, vh[\"lw_rad\"]),\n", + " # Convective heat gain at outside face (W/m²)\n", + " \"conv_Wm2\": _api.exchange.get_variable_value(st, vh[\"conv\"]),\n", + " # Conductive heat transfer through wall at outside face (W/m²)\n", + " \"cond_Wm2\": _api.exchange.get_variable_value(st, vh[\"cond\"]),\n", + " # The Enet value we set this timestep (Python-side).\n", + " # We do NOT read back via get_variable_value because the output\n", + " # variable is written by ExteriorBCEqns, which runs *after* this\n", + " # callback — reading it here returns the previous timestep's value.\n", + " \"enet_set_Wm2\": enet_value if enet_value is not None else 0.0,\n", + " # True when EnergyPlus rain mode is active (SurfHConvExt→1000, outside face→WetBulb).\n", + " # Rain causes large transient conv spikes that are physically real but plot-distorting.\n", + " \"is_raining\": _api.exchange.is_raining(st),\n", + " \"run\": label,\n", " })\n", "\n", " return _cb\n", @@ -389,26 +492,38 @@ " _api.runtime.callback_begin_zone_timestep_after_init_heat_balance(_state, _make_callback())\n", "\n", " args = [\"-d\", _run_dir, \"-w\", epw_file, idf_file]\n", - " if design_day_only:\n", - " args = [\"-D\"] + args\n", + " if run_period == \"design_day\":\n", + " args = [\"-D\"] + args # -D: run design days only, skip weather-file periods\n", "\n", " print(f\" Running {label}...\", end=\" \", flush=True)\n", " ret = _api.runtime.run_energyplus(_state, args)\n", - " _api.state_manager.delete_state(_state)\n", + " _api.state_manager.delete_state(_state) # free EnergyPlus state memory\n", "\n", " if ret == 0:\n", - " print(f\"OK ({len(_data)} data points)\")\n", + " print(f\"OK ({len(_data)} pts)\")\n", " else:\n", - " print(f\"FAILED (return code {ret}). Check {_run_dir}/eplusout.err\")\n", + " print(f\"FAILED (code {ret}). Check {_run_dir}/eplusout.err\")\n", "\n", - " return _data\n", + " return _data, _run_dir\n", + "\n", + "\n", + "# --- Determine effective IDF ---\n", + "effective_idf = IDF_FILE\n", "\n", + "if isinstance(RUN_PERIOD, tuple) and len(RUN_PERIOD) == 4:\n", + " sm, sd, em, ed = RUN_PERIOD\n", + " effective_idf = make_run_epjson(IDF_FILE, ENERGYPLUS_DIR, sm, sd, em, ed)\n", + " print(f\"Created run epjson {sm}/{sd}-{em}/{ed}: {effective_idf}\")\n", "\n", "# --- Run all configurations ---\n", - "print(f\"Running {len(run_configs)} simulation(s)...\\n\")\n", + "print(f\"\\nRunning {len(run_configs)} simulation(s)...\\n\")\n", "all_data = []\n", + "run_dirs = {}\n", "for enet in run_configs:\n", - " all_data.extend(run_single(IDF_FILE, EPW_FILE, target_surfaces, enet, DESIGN_DAY_ONLY))\n", + " data, rdir = run_single(effective_idf, EPW_FILE, target_surfaces, enet, RUN_PERIOD)\n", + " all_data.extend(data)\n", + " label = f\"Enet={enet}\" if enet is not None else \"baseline\"\n", + " run_dirs[label] = rdir\n", "\n", "print(f\"\\nDone. Total data points: {len(all_data)}\")" ] @@ -418,86 +533,545 @@ "metadata": {}, "source": [ "---\n", - "## Step 5: Results" + "## Step 5: Summary table" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Summary:\n" + ] + }, + { + "data": { + "text/html": [ + "
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min_surf_tempmax_surf_tempmean_surf_tempmean_lw_rad
runsurface
Enet=-200Zn001:Roof001-9.547.415.4-200.0
Zn001:Wall001-17.844.87.9-164.0
Zn001:Wall002-17.859.614.8-189.1
Zn001:Wall003-17.825.15.8-156.3
Zn001:Wall004-17.863.59.5-171.1
Enet=0Zn001:Roof0019.671.643.70.0
Zn001:Wall0019.663.628.4-31.3
Zn001:Wall0029.674.534.3-57.2
Zn001:Wall0039.648.327.9-28.0
Zn001:Wall0049.678.930.6-41.4
baselineZn001:Roof0019.653.730.4-113.2
Zn001:Wall0019.256.025.1-48.4
Zn001:Wall0029.265.830.3-81.9
Zn001:Wall0039.041.924.5-43.5
Zn001:Wall0049.069.326.9-60.8
\n", + "
" + ], + "text/plain": [ + " min_surf_temp max_surf_temp mean_surf_temp \\\n", + "run surface \n", + "Enet=-200 Zn001:Roof001 -9.5 47.4 15.4 \n", + " Zn001:Wall001 -17.8 44.8 7.9 \n", + " Zn001:Wall002 -17.8 59.6 14.8 \n", + " Zn001:Wall003 -17.8 25.1 5.8 \n", + " Zn001:Wall004 -17.8 63.5 9.5 \n", + "Enet=0 Zn001:Roof001 9.6 71.6 43.7 \n", + " Zn001:Wall001 9.6 63.6 28.4 \n", + " Zn001:Wall002 9.6 74.5 34.3 \n", + " Zn001:Wall003 9.6 48.3 27.9 \n", + " Zn001:Wall004 9.6 78.9 30.6 \n", + "baseline Zn001:Roof001 9.6 53.7 30.4 \n", + " Zn001:Wall001 9.2 56.0 25.1 \n", + " Zn001:Wall002 9.2 65.8 30.3 \n", + " Zn001:Wall003 9.0 41.9 24.5 \n", + " Zn001:Wall004 9.0 69.3 26.9 \n", + "\n", + " mean_lw_rad \n", + "run surface \n", + "Enet=-200 Zn001:Roof001 -200.0 \n", + " Zn001:Wall001 -164.0 \n", + " Zn001:Wall002 -189.1 \n", + " Zn001:Wall003 -156.3 \n", + " Zn001:Wall004 -171.1 \n", + "Enet=0 Zn001:Roof001 0.0 \n", + " Zn001:Wall001 -31.3 \n", + " Zn001:Wall002 -57.2 \n", + " Zn001:Wall003 -28.0 \n", + " Zn001:Wall004 -41.4 \n", + "baseline Zn001:Roof001 -113.2 \n", + " Zn001:Wall001 -48.4 \n", + " Zn001:Wall002 -81.9 \n", + " Zn001:Wall003 -43.5 \n", + " Zn001:Wall004 -60.8 " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "import pandas as pd\n", "\n", "df = pd.DataFrame(all_data)\n", "\n", "if len(df) == 0:\n", - " print(\"No data collected. Check the error messages above.\")\n", + " print(\"No data collected. Check error messages above.\")\n", "else:\n", - " # Summary per run\n", + " df[\"datetime\"] = pd.to_datetime(df[\"datetime\"])\n", " summary = df.groupby([\"run\", \"surface\"]).agg(\n", " min_surf_temp=(\"surf_temp_C\", \"min\"),\n", " max_surf_temp=(\"surf_temp_C\", \"max\"),\n", " mean_surf_temp=(\"surf_temp_C\", \"mean\"),\n", " mean_lw_rad=(\"lw_rad_Wm2\", \"mean\"),\n", " ).round(1)\n", - "\n", " print(\"Summary:\")\n", - " display(summary)\n", - " print()\n", - " display(df.head(10))" + " display(summary)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "## Plot 1: Surface Temperature Comparison\n", + "\n", + "Time series + difference from baseline. One roof and one wall shown (first of each type)." ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "import matplotlib.pyplot as plt\n", + "import matplotlib.dates as mdates\n", + "import numpy as np\n", + "\n", + "COLORS_RUN = {\"baseline\": \"black\"}\n", + "_palette = [\"#1f77b4\", \"#d62728\", \"#2ca02c\", \"#ff7f0e\", \"#9467bd\"]\n", + "for i, enet in enumerate(ENET_VALUES):\n", + " COLORS_RUN[f\"Enet={enet}\"] = _palette[i % len(_palette)]\n", + "\n", + "def setup_time_ax(ax, ylabel):\n", + " ax.xaxis.set_major_formatter(mdates.DateFormatter(\"%b %d %H:%M\"))\n", + " ax.xaxis.set_major_locator(mdates.AutoDateLocator())\n", + " ax.set_ylabel(ylabel)\n", + " ax.grid(True, alpha=0.3)\n", + " plt.setp(ax.xaxis.get_majorticklabels(), rotation=30, ha=\"right\")\n", + "\n", + "def pick_representative_surfaces(eligible_list):\n", + " \"\"\"Pick first roof and first wall from eligible surfaces.\"\"\"\n", + " roof = next((s[\"name\"] for s in eligible_list if s[\"type\"].lower() == \"roof\"), None)\n", + " wall = next((s[\"name\"] for s in eligible_list if s[\"type\"].lower() == \"wall\"), None)\n", + " result = []\n", + " if roof: result.append((roof, \"Roof\"))\n", + " if wall: result.append((wall, \"Wall\"))\n", + " if not result: # fallback: first surface\n", + " result.append((eligible_list[0][\"name\"], eligible_list[0][\"type\"]))\n", + " return result\n", + "\n", + "def dedup_dt(df_run, col):\n", + " \"\"\"Mean-aggregate duplicate datetimes for a single surface/run slice.\"\"\"\n", + " return df_run.groupby(\"datetime\")[col].mean()\n", + "\n", + "rep_surfaces = pick_representative_surfaces(eligible)\n", + "runs = df[\"run\"].unique()\n", "\n", "if len(df) > 0:\n", - " surfaces = df[\"surface\"].unique()\n", - " runs = df[\"run\"].unique()\n", - "\n", - " for surf in surfaces:\n", - " sdf = df[df[\"surface\"] == surf]\n", + " for surf_name, surf_type in rep_surfaces:\n", + " sdf = df[df[\"surface\"] == surf_name]\n", + " fig, (ax1, ax2) = plt.subplots(2, 1, figsize=(13, 7), sharex=True)\n", + " fig.suptitle(f\"{surf_name} ({surf_type}) \\u2014 Outside Face Temperature\", fontsize=12, fontweight=\"bold\")\n", "\n", - " fig, axes = plt.subplots(2, 1, figsize=(13, 7), sharex=True)\n", - "\n", - " # --- Top: Surface temperature comparison ---\n", - " ax1 = axes[0]\n", + " # Top: time series\n", " for run_label in runs:\n", - " rdf = sdf[sdf[\"run\"] == run_label].reset_index(drop=True)\n", - " ax1.plot(rdf[\"hour\"], rdf[\"surf_temp_C\"], label=run_label, linewidth=1.5)\n", - "\n", - " # Add OAT and sky temp from baseline for reference\n", - " bdf = sdf[sdf[\"run\"] == \"baseline\"].reset_index(drop=True)\n", - " if len(bdf) > 0:\n", - " ax1.plot(bdf[\"hour\"], bdf[\"oat_C\"], label=\"OAT\", linewidth=1, linestyle=\"--\", color=\"gray\", alpha=0.6)\n", - " ax1.plot(bdf[\"hour\"], bdf[\"sky_temp_C\"], label=\"Sky Temp\", linewidth=1, linestyle=\":\", color=\"gray\", alpha=0.6)\n", - "\n", - " ax1.set_ylabel(\"Temperature (\u00b0C)\")\n", - " ax1.set_title(f\"{surf} \u2014 Surface Temperature\")\n", - " ax1.legend(loc=\"best\", fontsize=9)\n", - " ax1.grid(True, alpha=0.3)\n", - "\n", - " # --- Bottom: LW radiation comparison ---\n", - " ax2 = axes[1]\n", + " rdf = sdf[sdf[\"run\"] == run_label].sort_values(\"datetime\")\n", + " ts = dedup_dt(rdf, \"surf_temp_C\")\n", + " ax1.plot(ts.index, ts.values,\n", + " color=COLORS_RUN.get(run_label, \"gray\"), linewidth=1.2, label=run_label)\n", + " bdf = sdf[sdf[\"run\"] == \"baseline\"].sort_values(\"datetime\")\n", + " b_oat = dedup_dt(bdf, \"oat_C\")\n", + " b_sky = dedup_dt(bdf, \"sky_temp_C\")\n", + " ax1.plot(b_oat.index, b_oat.values, \"--\", color=\"gray\", linewidth=0.8, alpha=0.6, label=\"OAT\")\n", + " ax1.plot(b_sky.index, b_sky.values, \":\", color=\"gray\", linewidth=0.8, alpha=0.6, label=\"Sky Temp\")\n", + " setup_time_ax(ax1, \"Temperature (\\u00b0C)\")\n", + " ax1.legend(loc=\"best\", fontsize=8)\n", + "\n", + " # Bottom: difference from baseline\n", + " b_ts = dedup_dt(bdf, \"surf_temp_C\")\n", " for run_label in runs:\n", - " rdf = sdf[sdf[\"run\"] == run_label].reset_index(drop=True)\n", - " ax2.plot(rdf[\"hour\"], rdf[\"lw_rad_Wm2\"], label=run_label, linewidth=1.5)\n", + " if run_label == \"baseline\":\n", + " continue\n", + " rdf = sdf[sdf[\"run\"] == run_label].sort_values(\"datetime\")\n", + " r_ts = dedup_dt(rdf, \"surf_temp_C\")\n", + " common = b_ts.index.intersection(r_ts.index)\n", + " diff = r_ts.loc[common] - b_ts.loc[common]\n", + " ax2.plot(common, diff.values,\n", + " color=COLORS_RUN.get(run_label, \"gray\"), linewidth=1.0, label=f\"{run_label} \\u2212 baseline\")\n", + " ax2.axhline(0, color=\"black\", linewidth=0.5)\n", + " setup_time_ax(ax2, \"\\u0394T from Baseline (\\u00b0C)\")\n", + " ax2.legend(loc=\"best\", fontsize=8)\n", + " ax2.set_xlabel(\"Date/Time\")\n", "\n", - " ax2.set_ylabel(\"LW Radiation (W/m\u00b2)\")\n", - " ax2.set_xlabel(\"Hour of Day\")\n", - " ax2.set_title(f\"{surf} \u2014 Net Thermal Radiation Heat Gain\")\n", - " ax2.legend(loc=\"best\", fontsize=9)\n", - " ax2.grid(True, alpha=0.3)\n", + " plt.tight_layout()\n", + " plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "## Plot 2: LW Radiation Flux\n", "\n", + "Net thermal radiation on roof and wall across all runs." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "if len(df) > 0:\n", + " n_surfs = len(rep_surfaces)\n", + " fig, axes = plt.subplots(n_surfs, 1, figsize=(13, 4 * n_surfs), sharex=True)\n", + " if n_surfs == 1: axes = [axes]\n", + " fig.suptitle(\"Net LW Radiation Heat Flux\", fontsize=12, fontweight=\"bold\")\n", + "\n", + " for idx, (surf_name, surf_type) in enumerate(rep_surfaces):\n", + " ax = axes[idx]\n", + " sdf = df[df[\"surface\"] == surf_name]\n", + " for run_label in runs:\n", + " rdf = sdf[sdf[\"run\"] == run_label].sort_values(\"datetime\")\n", + " ax.plot(rdf[\"datetime\"], rdf[\"lw_rad_Wm2\"],\n", + " color=COLORS_RUN.get(run_label, \"gray\"), linewidth=1.2, label=run_label)\n", + " ax.axhline(0, color=\"black\", linewidth=0.5)\n", + " setup_time_ax(ax, \"LW Flux (W/m\\u00b2)\")\n", + " ax.set_title(f\"{surf_name} ({surf_type})\", fontsize=10)\n", + " ax.legend(loc=\"best\", fontsize=8)\n", + "\n", + " axes[-1].set_xlabel(\"Date/Time\")\n", + " plt.tight_layout()\n", + " plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "## Plot 3: Outside Face Heat Balance Breakdown\n", + "\n", + "LW radiation, convection, and conduction for baseline vs each override.\n", + "Shows how the heat balance components shift when sky LW is changed." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "if len(df) > 0:\n", + " for surf_name, surf_type in rep_surfaces:\n", + " sdf = df[df[\"surface\"] == surf_name]\n", + " n_runs = len(runs)\n", + " fig, axes = plt.subplots(n_runs, 1, figsize=(13, 3.5 * n_runs), sharex=True)\n", + " if n_runs == 1: axes = [axes]\n", + " fig.suptitle(f\"{surf_name} ({surf_type}) \\u2014 Outside Face Heat Balance\", fontsize=12, fontweight=\"bold\")\n", + "\n", + " for idx, run_label in enumerate(runs):\n", + " ax = axes[idx]\n", + " rdf = sdf[sdf[\"run\"] == run_label].sort_values(\"datetime\")\n", + " ax.plot(rdf[\"datetime\"], rdf[\"lw_rad_Wm2\"], \"r-\", linewidth=1.2, label=\"LW Radiation\")\n", + " ax.plot(rdf[\"datetime\"], rdf[\"conv_Wm2\"], \"b-\", linewidth=1.0, label=\"Convection\")\n", + " ax.plot(rdf[\"datetime\"], rdf[\"cond_Wm2\"], \"g-\", linewidth=1.0, label=\"Conduction\")\n", + " # Shade rain periods: EnergyPlus sets SurfHConvExt=1000 during rain, forcing\n", + " # outside face → wet-bulb temperature and producing large transient conv spikes.\n", + " if \"is_raining\" in rdf.columns and rdf[\"is_raining\"].any():\n", + " import matplotlib.transforms as mtransforms\n", + " trans = mtransforms.blended_transform_factory(ax.transData, ax.transAxes)\n", + " ax.fill_between(rdf[\"datetime\"], 0, 1, transform=trans,\n", + " where=rdf[\"is_raining\"].values,\n", + " alpha=0.15, color=\"cyan\", label=\"Rain (IsRain=True)\")\n", + " ax.axhline(0, color=\"black\", linewidth=0.5)\n", + " setup_time_ax(ax, \"Flux (W/m\\u00b2)\")\n", + " ax.set_title(run_label, fontsize=10)\n", + " ax.legend(loc=\"best\", fontsize=8)\n", + "\n", + " axes[-1].set_xlabel(\"Date/Time\")\n", + " plt.tight_layout()\n", + " plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Reading the heat balance plot shading\n", + "\n", + "**Cyan shading — rain event (`IsRain=True`)**\n", + "EnergyPlus switches to *rain mode* whenever the weather file marks a timestep as raining.\n", + "In rain mode the exterior convection coefficient is set to **1000 W/m²·K** (from the usual ~5–15 W/m²·K)\n", + "and the outside-face boundary temperature is driven toward the **wet-bulb temperature**\n", + "rather than the dry-bulb temperature.\n", + "For a CondFD surface this causes the outside node to snap toward the wet-bulb value in a single\n", + "timestep; the resulting convective flux `= −1000×(T_surf − T_wetbulb)` can be thousands of W/m²,\n", + "producing the large spikes visible in the Convection trace.\n", + "This is physically real — a brief, intense evaporative cooling pulse — not a numerical artefact.\n", + "The cyan shading marks every timestep where `IsRain=True` so you can distinguish rain-driven\n", + "transients from the ordinary dry-weather heat balance." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Post-rain detail: same heat balance breakdown but x-axis starts just after the last\n", + "# rain timestep so the dry-weather detail is visible without the spike compressing the scale.\n", + "if len(df) > 0 and \"is_raining\" in df.columns and df[\"is_raining\"].any():\n", + " rain_end = df[df[\"is_raining\"]][\"datetime\"].max()\n", + " all_times = sorted(df[\"datetime\"].unique())\n", + " try:\n", + " zoom_start = all_times[all_times.index(rain_end) + 1]\n", + " except (ValueError, IndexError):\n", + " zoom_start = rain_end\n", + "\n", + " for surf_name, surf_type in rep_surfaces:\n", + " sdf = df[df[\"surface\"] == surf_name]\n", + " n_runs = len(runs)\n", + " fig, axes = plt.subplots(n_runs, 1, figsize=(13, 3.5 * n_runs), sharex=True)\n", + " if n_runs == 1: axes = [axes]\n", + " fig.suptitle(\n", + " f\"{surf_name} ({surf_type}) — Outside Face Heat Balance (post-rain detail)\",\n", + " fontsize=12, fontweight=\"bold\"\n", + " )\n", + "\n", + " for idx, run_label in enumerate(runs):\n", + " ax = axes[idx]\n", + " rdf = sdf[(sdf[\"run\"] == run_label)].sort_values(\"datetime\")\n", + " rdf = rdf[rdf[\"datetime\"] >= zoom_start]\n", + " ax.plot(rdf[\"datetime\"], rdf[\"lw_rad_Wm2\"], \"r-\", linewidth=1.2, label=\"LW Radiation\")\n", + " ax.plot(rdf[\"datetime\"], rdf[\"conv_Wm2\"], \"b-\", linewidth=1.0, label=\"Convection\")\n", + " ax.plot(rdf[\"datetime\"], rdf[\"cond_Wm2\"], \"g-\", linewidth=1.0, label=\"Conduction\")\n", + " ax.axhline(0, color=\"black\", linewidth=0.5)\n", + " setup_time_ax(ax, \"Flux (W/m²)\")\n", + " ax.set_title(run_label, fontsize=10)\n", + " ax.legend(loc=\"best\", fontsize=8)\n", + "\n", + " axes[-1].set_xlabel(\"Date/Time\")\n", " plt.tight_layout()\n", " plt.show()\n", "else:\n", - " print(\"No data to plot.\")" + " print(\"No rain events in data — post-rain detail plot not needed.\")\n" ] }, { @@ -505,21 +1079,134 @@ "metadata": {}, "source": [ "---\n", - "## Step 6: Export results (optional)\n", + "## Plot 4: Zone Air Temperature\n", "\n", - "Save the full dataset to CSV for further analysis." + "Zone mean air temp for each zone that has an overridden surface." ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Note: Zone air temperature requires adding 'Zone Mean Air Temperature' variable handle\n", + "Zones associated with representative surfaces: ['ZONE ONE']\n", + "This plot is available in the Phase 2 validation scripts (compare_runs.py).\n" + ] + } + ], + "source": [ + "if len(df) > 0:\n", + " # Get zones from representative surfaces\n", + " rep_zones = []\n", + " for surf_name, surf_type in rep_surfaces:\n", + " zone = next((s[\"zone\"] for s in eligible if s[\"name\"] == surf_name), None)\n", + " if zone and zone not in [z[0] for z in rep_zones]:\n", + " rep_zones.append((zone, surf_name))\n", + "\n", + " # Check if zone temp data is in our collected data (it's not — we need to add it)\n", + " # Zone temp requires a separate variable handle. For now, note this limitation.\n", + " print(\"Note: Zone air temperature requires adding 'Zone Mean Air Temperature' variable handle\")\n", + " print(f\"Zones associated with representative surfaces: {[z[0] for z in rep_zones]}\")\n", + " print(\"This plot is available in the Phase 2 validation scripts (compare_runs.py).\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "## Plot 5: EMS Actuator Value\n", + "\n", + "The `CondFD EMS Sky Longwave Radiation Override Heat Flux` output variable,\n", + "confirming the actuator is applied at the correct value each timestep." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "if len(df) > 0:\n", + " for surf_name, surf_type in rep_surfaces:\n", + " sdf = df[df[\"surface\"] == surf_name]\n", + " fig, ax = plt.subplots(figsize=(13, 4))\n", + " fig.suptitle(f\"{surf_name} \\u2014 Enet Set Value (W/m\\u00b2)\", fontsize=12, fontweight=\"bold\")\n", + "\n", + " for run_label in runs:\n", + " rdf = sdf[sdf[\"run\"] == run_label].sort_values(\"datetime\")\n", + " ts = dedup_dt(rdf, \"enet_set_Wm2\")\n", + " ax.plot(ts.index, ts.values,\n", + " color=COLORS_RUN.get(run_label, \"gray\"), linewidth=1.5, label=run_label)\n", + "\n", + " ax.axhline(0, color=\"black\", linewidth=0.5)\n", + " setup_time_ax(ax, \"Enet Set (W/m\\u00b2)\")\n", + " ax.set_xlabel(\"Date/Time\")\n", + " ax.legend(loc=\"best\", fontsize=9)\n", + " plt.tight_layout()\n", + " plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "---\n", + "## Export results" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved to 1ZoneCondFD_Enet_Test_enet_results.csv\n", + "\n", + "Run output directories:\n", + " baseline: C:\\Users\\Brian\\AppData\\Local\\Temp\\enet_baseline_yr23qopd\n", + " Enet=0: C:\\Users\\Brian\\AppData\\Local\\Temp\\enet_Enet=0_dlgnr5ob\n", + " Enet=-200: C:\\Users\\Brian\\AppData\\Local\\Temp\\enet_Enet=-200_zm_lyqcp\n" + ] + } + ], "source": [ "if len(df) > 0:\n", " out_csv = Path(IDF_FILE).stem + \"_enet_results.csv\"\n", " df.to_csv(out_csv, index=False)\n", - " print(f\"Saved to {out_csv}\")" + " print(f\"Saved to {out_csv}\")\n", + " print(f\"\\nRun output directories:\")\n", + " for label, rdir in run_dirs.items():\n", + " print(f\" {label}: {rdir}\")" ] }, { @@ -529,50 +1216,100 @@ "---\n", "## Advanced: Time-varying Enet from CSV\n", "\n", - "Instead of a constant Enet, you can supply a time-series (e.g. from COMSOL or pyrgeometer data).\n", - "\n", - "Prepare a CSV with columns `month`, `day`, `hour`, `enet_Wm2`. The callback will look up the\n", - "nearest timestep and apply that value.\n", + "Supply a time-series instead of a constant (e.g. from COMSOL or pyrgeometer data).\n", "\n", - "Example CSV:\n", - "```\n", - "month,day,hour,enet_Wm2\n", - "7,21,0.0,-180\n", - "7,21,1.0,-190\n", - "7,21,2.0,-200\n", - "...\n", - "```" + "CSV format: `month, day, hour, enet_Wm2` (hour is fractional, values are interpolated)." ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Running csv_enet (168 rows)... OK (16795 pts). Dir: C:\\Users\\Brian\\AppData\\Local\\Temp\\enet_csv_jotz4i6w\n" + ] + }, + { + "data": { + "image/png": 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GjRvT7Nmz6fjx4zRr1iyqXLmy7M0BVRivpKJjYO4VHZ5wHC5Dx8B8ONnJDnNfmg8VXtkhGW1dnKHC6zJcXEOcyYLqaHNx5a9ePYiE9GX6voiMNHmHKwzHTmcPN3766afp5MmT4vtx48ZRp06d6NNPP6WwsDCaN2+e7M0B1U50eChLkPTcuPMTN5is+DJcpbY21sANyRvr4gxXqS/DRQ/zYU7C7FBJaO2CEpA91jDc2NxY44IB9NGyxxkKU8yDSkJnJwl79erl+b5Zs2b077//0oEDB6h69epUvnx52ZsDqkBjbT69g8UJQu4ccAIW0AG1ApKE2aGS0HyoJMx5uDFOqM2D9iw7XPQwH9qz3BcxRPLG3ORNfDwusBkhGW0+tGnOThJmFRkZSU2bNrV7M8DpkCS0frJiJAndMJTFfDipzg5JQvOhA5pznCFJaB5UEmaHxI35MDQv5zgz7h8oPFSt5hxriDPz4FzA2UnCfv365fr43LlzpW0LKARJQvMZJxjn/Vu8uAW/pAhCrJkPHQPEmQyIs5wrvFB1gzizEuLMfJgSJjvjcFi0aebBMNCcYw1xZh5MCePsJOF///3n9f/U1FTas2cPXbx4kdq1ayd7c0AV6ICaj+d25OpBvlqGeUjcMjIuL+SCq4fmQfImO1R4mQ+VhDkfO/XqNyg8fV9irrjLMKzdfMY+CKaEyT7fLJI35sca2rTL0EczH/pozk4Sfv3119nuy8jIoEGDBlHt2rVlbw6oAmXf1uBOFpKE2eOMIUlobpwxJKMvQwfUfPpnFguXZG/TkCQ0D4YbZ4f2zHzGPgi3aZgSxntYu8tlwU5XFCq8ssN5p/nQR5MqIJZ5DQoKouHDh9O0adPs3hRw+lVq4xBZKDwMMfCGoSzWQAc0O8zhZV2cIRl9GRaUQJzJgNEe1k8JA5fjDOcC1sQa4iz7Zw4Vq+ZBH029JCE7ePAgpenD9ADMhhMda2CyYt+dAr5Cjav25sFQluxQeWM+VHjlHGeoJDQPhkxlhz6a+bgfguSNN1xcswbatOxQSYg4K+KkDzfmikEjTdPo5MmT9MMPP9Cjjz5Kdjl8+DBNmDCB1q5dS6dOnaIqVapQr1696Pnnn6ewzIMsP6dmzZrZfnbTpk1000032bDV4DdcpbYGKrxyvnKIoSyIMyvhZMd8uEqdHZLR5sNFj+zQR7MGn7/wZxgVXt5xhulgzIVjZ3boo5kPw42dnSTcsWNHtqHGFSpUoDfffDPPlY+tdODAATE34uzZs6lOnTpiMZUBAwZQfHw8TZkyxeu5q1evpmuuucbz/3LlytmwxZAv6BhYAx0D33GG4QXmQscgOyRvzIc4yznO0KaZB8fN7NBHsy7W4uKQJMzanmG4sflxxjCfrxsWMbQG+mjOThKuW7eOAlGnTp3ETVerVi36448/aObMmdmShJwUrFSpkg1bCQWGE2pr4GTHG64cIs5kwVAW82HV2exw7DQfKglzjjMMazcX+mjekIy2Bto0b8bKXVStIs6KKOlJwnbt2tHixYupdOnSXvfHxsZSt27dxHDfQBETE0Nly5bNdn/Xrl0pKSmJ6tatSyNHjhT/z01ycrK4Gd8r48pFvjkBvw8eOp6haTyGnAJOcrKYgFMLDyfNIfs8ELjCw4nXh8vg+Jbwd+f48sRZINLjLCwMcWZBnGnJyeLvT6rHGe+T1FT3Z4/nvkSbZo6wMPfnV1KcFYVYc6WkIM7MFhrqnhA8LY0y0tN5SA2R6nGWnOxu49FHM3e/hoWhj2aUlIQ+mpVxxotEoo/mORdg6KOZKDxcbh9N0y4fOx3Uz/b3vUhPEq5fv55SfMyNwUm3n3/+mQLF33//Te+8845XFWFUVJQYFt2qVSsxTPqrr74Sic1vvvkm10ThpEmTaPz48dnuP3v2rHjfTsBJohj+IKWmUlAAvqfiCQlUgogSOUl75ozdm+MYZYKDiQcZxCYkSIllbqxjUlOJDw1BATjnX+ilS8STD6SHhtI5xJlpojSNoogoITGRLiHOiNLTqRInF/g4cukSaYg1U4SlpBBfFkxLTaXzko5jgd6mlU1JIZ6VOYYvdiLOTOGKi6OKmd+fuXRJylDuQI+zEklJVJyI4jMyKA5xZppyoaEUSkQX4+IoBcdOCo+LozJciB8SQhcQZ6Yp6XJRJH9+ExMpHnFGQbGxFM05pqAgOnPhAuYoN0lEaipxiVlKcjL9J6uPlpBAMRcvikQh536c4BL3OwIpSfj77797vt+3b59YHESXnp5Oy5cvpyuuuML03zt69GiaPHlyrs/Zv38/1a9f3/P/48ePi6HH3bt3F/MS6sqXL++18Mr1119PJ06coDfeeCPXJOGYMWO8fo4rCatVqybmYixZsiQ5AX+IXC4XVeAr5IFYWp15Ql2sVCmKiOamG8zgiuLUDVHJjAwqKeHvzic6fHpTISIiIE909CuowZGRFI04M08Z7tYTRaalUTHEmaiG0FWoWpWvYJm4sxWWOY1ISEoKRUs6jgV6m8YVq6xUxYpEaNNMbc9YNP/N0aaRKy1N7I/iZctSJOLMNK5ITt2QOLFGnF3uo4VGRaGPZiJXqVLia1R6OhVHe3a5OjwsjKL52AnmyDw2hKWmyuujRUaSq3RpkbNxSpIwws99Jy1J2KRJE5FE4hsPOc6qWLFionLPbCNGjKA+ffrk+hyef1DHSb+2bdtSy5Yt6f3338/z9W+88UZatWpVrs8JDw8Xt6w42JwScNwg8t+WT3IC8URHnx+CO0wup+zzQJAZ10F8Iinp714k4oyHxyLOzJM5T5UY+og485rvJohPAhFr5sg8oZYZZ0WlTQvizyDizBy8aAL/rbkyAcdOrzhzFSuGY6cVfTTevzh2oo9mlcykg5g2AHHmmTPaFRGB9qwo99FcLnETfTQH5Wz8fR/SkoSHDh0SpZqckNuyZYvIyOrCONMeHU3BwcGm/17+PcbflRuuIOQEYbNmzeijjz7yayfu3LmTKleubMKWgqUw+bo1MCk24kwG/aqXj6kqlF60hI+ZIdJnDXEuTL6eHRbIsebEg4+dXBGMNs07zrBwiTV9NH3/qg4Ll1gDfTRversuYSoJpaCPJlVIfic6/PHHH8Xcgf/++y8lJCSIBNx1111HHTp0EENoc1KjRg3PawQiThC2adNGbCfPQ8jzBer0lYznz58vEpr8fhkvwDJ37lz64IMPbNtu8BOShNbAcvS+O6DoGJhLP3HECbV3nHFFEpgHFz2yQ5LQGkgSesOx07o4M+5f1eFcwBpIEvqOM5wLmAvnAoGXJExMTBQLdsycOZMuXLgghg5XqVJFDBHmBT544Q6eu+/222+nsWPH0k033ZTrIh4VK1akfv36ed3PyTZOzI0aNYrswEOG+b3wrSrP8WRgXEFnwoQJIkEaEhIi5jFcuHAh3X///TZsMeQLrh5aAx1Q33PFBeK8nEUZktHecKJjbZwhGZ091nCyYy49wY/kjXec4dhpLrRp3nAuYA300XzHGY6b1sQZ+mhS+DUouW7dumLhkTlz5ohFNzZt2iRW9v3kk09o6dKldOTIETp48CDdcsst9OCDD4rn5WT27Nlei4TorrnmGpo1axbZhect5GSgr5vu0UcfFYuuxMfHU0xMDG3evBkJwqICQ1msgas63nCiY22cYciUd5yhA2ouDGXJDpWE1sAwUMSZDKiO9oY+mjWQvPGGZDTiTJVKwpUrV1KDBg1yfQ4P0+VVfJ999lmRNMwJr2rsaw4/HrZ88uRJfzYHIP9wUm0NVBIizmRAnPmOMww3tibOeFoUXm1V9fke+SKpniREQtpcaNO8oY9mDVR4+Y4zVKxaE2eo8HLDlDDWwEWPwKskzCtBaBQaGkq1a9fO8XGet3Djxo3Z7uf7eAgzgCXQMbAGKgkRZxJXNEMlYSa0Z9YwnjiiapUoPd2dKMy6b6DwUEnoDRWr1kDyxhuOndbAuQDiTAaM9pDK77Wct2/fLioF//vvP/H/F154oUC/kOcuHDZsmFg9mOf24xvPR/jMM8+IxwAsgavU1kA1BOJMBnRAvWG+G2sYq+UwV5z3PkCS0JpYQ5y5oY9mDcSZNyQJrb2Qi0pC7/2ACnzrLq4ZpoMDa/g9lubxxx+ne+65R9y+/fZbWrt2bYF+4XPPPUfnz5+nwYMHU0rmhygiIkIsWMJJSABLoGNgDSRvvOknfPp+AXNgiIHvOEMH1FzBwe4hxjzUGCc73vsAsWYutGne0Eezht4XQTLaez/gooe5MKzdG+LM2jjjKWF4pIPqU8JYzO+9y4m8559/Xqxg3L9/f68FPfLD5XLR5MmT6cUXX6T9+/eLFZKvuuoqCkcHFKyEoSzWQJIQcSYDhhh4wwm1dbgvgiShd5yFhhIF+T3wBPyBYaDe0EezBuIMcSYDFpfzhj6aNYzJfd7HSBJayu9eHyfz2PXXX0+dO3embdu2FeoXR0VFide69tprkSAE66H02xq4eog4kwEnOt5QSWgdfTEYVBLiuGkltGne0EezNs5QSegdZxjtYU2c4bjp/XlDAZS5jPsTsRY4lYSvvPIKpaWlUUhIiKgkLFeuXIF/6datW2nRokViFWR9yLFu8eLFBX5dgBzhKrU1UEnoDcONrYGhed5wQm0dxNplWKHR+jhLSrLwlxQh6KNZA8ONveHYaQ0cN70hSWgNHtHAIxv4eIELH4FTSXjjjTeKBKGuW7duBfqFn3/+ObVs2VIMNf76668pNTWV9u7dK+Y4LFWqVIFeEyBP6IBaA5MVI85kDzfGZMUYymIlnOxkP26iGsJ8qLzxhj6aNTAM1BuGgVoDU8L4bs9QsWrt4iVgqXzP+JiUlETvvPMOrVu3js6cOUMZPHlkllWQczNx4kSaNm0aDRkyhEqUKEFvvfUW1axZk5544gmqXLly/t8BgD9w9dAaOKH2hquH1saZ3jHQh4SqCnFmHbRpiDMZsOrsZXzhBwlpa2C4sTecC1gDx01v6KNZR+//o5Iw8JKEPNR45cqVdP/999MNN9wgFiLJj4MHD1KXLl3E92FhYRQfHy9e45lnnqF27drR+PHj87tJAHnDVWpr4Oqh7zjD1UNr4kzv5KueJEQ1hHVwsnMZEjfWwTDQ7HHGsOqsNXGGqhvv/YA4MxfOBbwhzqyDSsLATRJ+//33tHTpUmrVqlWBfmGZMmXo0qVL4vsrrriC9uzZQw0bNqSLFy9SQkJCgV4TIE+4emgNnFD7jjN0QK2JM+M+VhmuUlsHbRriTAYMN/bdpmNouzVxhqob71hDH83aKWHyWUDkOOijWQdV+IGbJOTEHg8TLqhbb72VVq1aJRKD3bt3p6efflrMR8j3tW/fvsCvC5AjHhKflub+Hh0Dc+FExxs6oNbgDidXD/L+RZIQcWYlnFRfhotriDMZjAks1avEzYY+mje0aXIu5Kqe7Mcq2tbBhdzATRK++eabNGrUKJo1axbVqFEj379wxowZYl5D9vzzz1NoaCj98ssvdN9999ELL7yQ79cDyBOGslgHQwx8xxqS0dZ0DJAkdEMH1Do4qb4MFz0QZ7KHtategWQ29NG8oY9mbZzp+xhJwuz7BcyBJGHgJgmbN28ukny1atWiyMhIkeQzunDhQq4/X7ZsWc/3QUFBNHr0aJ/Pe+2112jgwIFUunTp/G4igDcMZbEOGmvfsaZ6B8kKvE95qgpUEmIoi9VxxjIvZipNr/DCiY51c8WhPUN7ZiX00bwhSWgNYwUwHzeiokhpuMBmHbRpgZsk7NmzJx0/flysUlyxYsV8L1ziL379Hj16IEkI5p3ocKxmSWpDIeEqtTd0DKyDFc2yxxkWyDEfOqCXYV4l62Bepctwcc06qIz2hlizBqaE8X3sRB/NfJgSJnCThDw0eNOmTdS4cWOyksYTnwKYAUNZrG+sec5HnvsxKIiUhqvU1sGKZpchGW0dVHghzmTAqrPZ4wwV+ObDhVxv6KNZG2uYEsY7zpAkNB8u5EqT7zP6+vXrU2JiojVbA2DlFR1MiG0+rDrrDSc71kHlTfY4wzBQxJmVMNzYOqiGyN6eoY9mPlxcuyw93X0zfv7APPrnF1Mo4FzASjh2Bm6SkOcKHDFiBK1fv57Onz9PsbGxXjeAgIMrh/ImK1YdYs06ONm5DMONrYMOaPY4Q4WX+VBJmD3OkLgxHyoJffdR0aaZDxVe2WMNbRriTKXhxp06dRJf27dvn214MM9PmK5fpQEIFKgktE5IiHsuEp4egPdziRKkNJxUWwfJm+xxhg6o+XCicxkqCa2DueIuQyWh9e0ZTwnD52fBwUSqt2cMx07z4dh5Gc4FrINzgcBNEq5du9ayxUoALIHG2jrcFnDHgFcCVX2IgT4vI0MH1HzogF6GJKH1FV7GE0pVIUloHbRniDM7RnuonCTUj5s8dzZf4AZzYUqY7LGGcwHzIUkojd+t5Ny5c6lr167Upk0bkuGWW26hYpjwE8yAxtpaSBJmH8qCjoH50DG4DENZrIMKL8SZDBgGehn6aNbHmb6fVe6boGDAWpgS5jL00ayDPlrgzUn4ySefUNWqVally5Y0efJk2r9/f4F+YXBwMJ05cybb/Ty/IT+mW7p0KVWuXLlAvwPAC4ayWAsVEdkrjzDfjXVxhgovnOxYCR3Qy/TPGi7YIs5kxBmOm+bjijmunGOqj/ZAktBauJCLWJMBcRZ4SUIeZnzy5EkaPHgwbdu2jW688Ua66qqrxCImP/30E2Xow+zywHMX+pKcnExhWNkMrICr1NZCktA7zrhTrvKQHqsgeXMZ2jTEmQw4qbYOqm4uw7B2a6GP5h1nONdEnFkNfTTr4FxAmnxNylCmTBnq1auXuKWkpIjE4XfffUcPP/wwJSYm0h133CGGJHfu3JmKFy/u9bNvv/22+MrzGX7wwQcUFRXleYwXO+FEY/369c16XwCXoQNqLXRA3XBCLSfOUEmIoSxW0qvmVK+6YVhF2zo40ckeZ6gktAbv18REtGkYAmotVHi5cTEUz1Fu3CdgHvTRpCnwzK1c9ccrHfPtvffeo61bt4qE4YQJE8RQ5BdffNHr+dOmTfNUEs6aNctraDG/1pVXXinuBzAdhrJYC0lCNwxrtxY6oJfhpNr6OEOSENUQVsJx8zJcyLWWXjmn+gU2nAtYC3HmxquI66MrceHDfDh2Bt5w43Xr1onqwZw0b96cXn75Zdq1axeNHj062+OHDh0St9atW4vn6P/n2x9//EErVqwQQ5jtxIlKrnQ03l577TWv5/z+++9iUZWIiAiqVq0avf7667ZtL/gJZd/WQoPtHWfoFFgDyZvLUBFh/VVq40JEqkIlofXtGVec5DANjzLQR7MWFsnxbtPRR7MGKrzcjLkSVBIizlSoJGzfvr1IjN10003Utm1bcePvQ3wsIx8aGpprspFxwpEThLVr1/b5GnbhROeAAQM8/y9RooTn+9jYWLr99tupQ4cOoupx9+7d1K9fPypdujQ9/vjjNm0x5AnzkFgLSUI3JAmthSShGycUcLJjHQxrvwzJG+vbM6444cqTAOoHS4cKL2uhwgtxJgNGe2RPEiIhbT700QKvkpATeu+++y5Vr16dPvzwQ7r11ltFcqxjx46i2m7z5s1+LV7Ccxf279+fIiMj6ZprrqEjR46I+5988slsVXt24KRgpUqVPDfj3IqffvqpSG7OnTtXbPuDDz5ITz31FE2dOtXWbYY8YIVGa6Fj4IYkIeJMBmPlEa5Smw/J6MvQplnHePKo+jBQJKOthTbNO86QuLEGkjfe7TkXTOkri4N5IiPdXzEljOX8vnRZo0YN6tu3r7ixf/75h9avXy9uM2fOpOeff14k2C5evJjr6/BQZB5uzD/H8xnquDrvpZde8jlUWSZOVPK8ipwMfeihh+iZZ57xVDpu2rRJJEeNqzBzknTy5Mn033//iYVdclq5mW/GikTGSVV/V4UOdPw+eL7JDD55DbChM66UFHJxAU54OGkO2d+BxBUeLvZvBse4xX97ji9PnAWa5GRx1QVxZpHwcPf+TUkRMaB6nLEMPhahTTNXWJg7zlJTLY+zQI81V2qqu21HnJkvNPTy55hPdvQTHxXjLDnZHWeczEJ7Zv7+RR/NDX00KXGmfB8tJQXnAk7po2na5WOng45N/r6XAo9vqFWrllh8RJ+775tvvsl1zkIdP2/hwoViqDL/nI4r8w4ePEh24qrApk2bUtmyZemXX36hMWPG0MmTJz2VgqdOnaKaNWt6/UzFihU9j+WUJJw0aRKNHz8+2/1nz56lpKQkcgJOEMXwByk1lYIC7D1FJSQQr6WdoGl06cwZuzfHcUq5XMSzeMXFxVGCxX97bqxj+MDAZdCG9iMQhMfFEbcAqcHBdAFxZrrI9HQqSSTazBiF48wVG0vuow7RGb4ohyvVpgpJSKDymYmbsxKOZYEca+WTk0Un8b/EREpFm2a6iiEh5EpLo3Oxse4EmaJxViopSfQh4tPSKB5xZrqyQUHEpQ2x8fGWn3MEcpwVi4ujUpwrDAqii4gz00VpmvtcKzGRLikcZyGXLok+hBYaSmcQZ6YLT0oS51ppycl0XkYfLSGBYi5eFInCIIf0ty9dumR+kpCHBnMFIM8ryF/PnTtHLVu2FAt5fP/9934tPMKJsejo6Gz3x8fHeyUNzcKViVzplxtejbl+/fo0fPhwz32NGjUSFYNPPPGESPKFF6I8nZONxtfmSkJe9KRChQpUsiSf9hZ9/CHiv18FvjoeYEPgXDzfDycZSpemYj5iDwq5fzNjWHQQJJzocCtRISIi4DoGutCoKJ9tHBRSee52EUWkpVG4ynGWuT1aWBhFV6pk99Y4T+XK4ktQaipFSziWBXKscSUhK8NxhjbNfNyvTEuj8nzioXCbxolSVrx8eSqOODN//0Zx6oaopKZRSYXjTK9SDS9RAn00K2QWykSmpVExleMskysiAnFmhczirBBZfbTISHKVLi1yNk5JEvIaI6YmCblykIfUtmrVSgy55eQZr2ic30VH+Gd++OEHMQch0xODH3zwAbVo0YLMNmLECOrTp0+e780XTnqmpaXR4cOHqV69emKOwtOnT3s9R/8/P5YTTjD6SjJysDkl4Liahf+W3FgHXIOdWeHqKlaMXE7Z3wG4olkQDzeW8LcP+DjjIReIM/NlDscT0weoHGeZJ9SusDDEmZVxxkNtJf3tAzbWMpOEQbxP0KaZj/uF8fEUxMcOldu0zGNnEPclEGfW9dEQZ2I/4FzA2jhTvo+WedzEuYAD+mgul7iJY6eDcjb+vg+/M3y84Ij+wpwY5BWMebhxfk2cOJE6d+5M+/btEwm4t956S3zPw3t//PFHMhtnfvlWEDt37hTvV68K4iQmz72YmprqWcF51apVIoGY01BjCACYFNtamKzYTS97D7BKWsfA5OtuWAnUWlit/TIcO62lz2+t+gTs+vvPTDKARW1agE0FJB3aM2uhj+YdZ1ggxxroo0njd0qU5+bjhTvuuOMOsZJxly5dRGLszjvvpClTptBvv/3m10SIN998s0i+cYKwYcOGtHLlSpGE49du1qwZ2YV///Tp08WiKrwoC69kzIuW9OrVy5MA5IVMeAgyr868d+9eMbciJzmNQ4khgBtsiycGJ9U7BplXz5SFDqi10AH1/pyhA2ptnPF+DsBFHqRCrFkLJzvecYYkobVxpnofDRfYrIU+mhvOBeTEmertmQT5GivM8/bxbeDAgZ65/PT5CV955RVxX16rG7PatWvTnDlzKJDwcODPP/9crLDMKxHzAiWcJDQmAEuVKiWSmkOGDBEJzfLly9PYsWPp8ccft3Xbwc+OASq8rIETHe84Q/LGGuiAIs5kMH5+uROqV3uphi/6Zg5tx7HTImjT3HDstBZGe7ihYtVaepIfldHu/aBq38FqOOeUpsCrG/NcfL///ru4cfUdL8bhz+Ie27dvF0N1uYqQffvtt/TRRx/R1VdfLRJ0XKlnB17V+Ndff83zebygyc8//yxlm8Ak6BjIOdHRO/qqQjLaWugYuGEoi7WMF5N4X6va0Tee6OHChzX02FL92InKG2uhj+aGZLScOFM9SYiph6yFOAu84ca8jPeiRYto8ODB1KBBA6pSpQo9+uijYj7BBx98kNauXetXFSEvePLnn3+K73lY7wMPPECRkZH0xRdf0MiRIwv3bgB8QQfUWmiwveMMQ6asjTPVhxigPbOWMSmo8smO8XOGKnxroE3zjjXEmbVxpnJ7xtBHs5be91W9j4aCATntGY90UH1KmECpJOTVe7kCkFcnvu+++6ht27bUsmVLKpbPE2JOEDZp0kR8z4nB1q1b02effUYbN24UyUaeFxDAVKi8sRY6oG7oGMiJM3RA3fsB1V3WrWbHiUI+bqh8Uq23Z7w/MhdqA5NhGKgb+mjWQhW+d5uGC7nWwLmAd5yhj2YN437lYwf2s/1JwmXLlolFR4oXL16oX6hpmmeBk9WrV4uFT1i1atXo3LlzhXptAJ9QeWMtdAwQZzLgRMcNyWg5saZ6klB/75ww5UQhmA8LSnjHGioJrYG54hBnMqA9c0My2lrG4wQXDSBJaP9w444dOxY6Qci4EpEXOfn444/pxx9/FKsks0OHDlHFihUL/foA2WCFRmsheeOGEx1roZLQO87QMbJ+yDGShEjcWAmVhG7oo1kLfTQ3DDe2FgoGvOMMfTRrGEc2qD6fbyAkCTt16uTXoh6XLl2iyZMn07vvvpvjc3g4MS9eMnToUHr++eepTp064v4vv/xSDF8GMB2SN9bCVWo3XD20Fk503DAptvWQvMGJjgxo09wwJ6G1kLxxw7mAtdCeueFcwFo8sgGxFjjDjbt37y7mISxVqhTdddddohqQFy6JiIig//77TyxesmHDBlq6dKmoDHzjjTdyXR149+7d2e7nnwkODi7cuwHwBR1Qa2GyYjdcpZZzopOe7r6perzAiY71ULWKJKEMSN64oY+GOJMBFV5y4kz1eaPRR7MeJwk5GavyaI9ASRL279+fevXqJRYaWbhwIb3//vsUExMjHnO5XHT11VeL4ci//fabWPk4L7wKMlcOHjx4kJ577jkqW7asSDTycOMrrrii8O8KwAhDWayFqhs3dEDlzkOiapIQlYTyhhurPJQF7Zn1cOx0r1DJF32M+wPMhWS0G5I31kKcuWHeaOthSpjAWrgkPDxcJAr5xjhJmJiYSOXKlROrHvvr999/p/bt21Pp0qXp8OHDNGDAAJEkXLx4MR05coQWLFhQsHcCkBN0DKwVGen+iquH7v2AydetYTyB5E6YqvsZ7Zn1MJTlcjIaiRvr6G2YysloY79B1TbdakjeuOHCh7Vw3PSOM6yibX2sqXzsDKSFS7LioceVKlXKV4KQDR8+nPr27Ut//fWXGK6su+OOO+inn34q6OYA5AxDWayFDijiTIaQEKKgzEOWyglpdECthzYNJ9QyIM68h4shIW0NzBvthnMBOe1ZRoa7QlhVuJBrPaykHdhJwoLiIclPPPFEtvt5mPGpU6dkbw44HR+o+IDF0AG1Bq4euuEqtbzJilW+eog4sx6GsmDIlAyoJLzcnvH0EXwhCKyLM9Xn70KSUO6UMKpCktB6OBdwZpKQhy3HxsZmu//PP/+kChUqyN4ccDpjpwhDWayByYq9Yw1xZn3yRuUOKFbOsx5Oqi/HGS6uWQfVEIgzGTAljBsusFnLeKxQOSGNcwHr4djpzCRh165d6eWXX6bUzJM8XviE5yIcNWqUWEEZwFQYymI9VBK6YYEcebGGSkIkb2TEmconOph8Xd4wUJXbMxw3rYf2zDvWcCHXGlwJrC8op/KxE8lo6+FcwJlJwjfffJPi4uIoOjpaLHzSunVrqlOnDpUoUYJeffVV2ZsDqjTWxoMXmAuVhN6xhg6odTAMFHMSyoAOKNozmXGm8gk1Klath8poNyQJ5fXRVL7wgXMB6+HYKYX0CUB4wZNVq1bRxo0badeuXSJh2LRpU+rQoYPsTQEV4IqO/MmKVZ1XCB1Q66FjgDiTASfVONGRAQtKoJJQBrRnRJqGWJPVR0tMVHtKGJwLWA9tmhR+nc2XKVNGDAv2x4ULF3J8jIcYFytWjHbu3EmtWrUSNwApSUL96hZYPw+JqklCJKSth44BKm9kwIISGG4sA4Yboz2TAfN3uS9gc6KQYbSH9bGGSkJMCWMlFAxI4dfZ/PTp0z3fnz9/nl555RXq2LEjtWjRQty3adMmWrFiBb344ou5vk5oaChVr16d0tPTC7vdAP5B2bf8JKE+SbZqcPXQehhujDiTAcloJG9kxpnKVTeY+1JunHGizM+iD0cxJq2wGJN1sLgczjtlQB8tcJKEjz76qOd7XlyEFx4ZOnSo576nnnqKZsyYQatXr6Znnnkm19d6/vnn6X//+x99/PHHVLZs2cJsO0DeUN1lPZ7rMTTU3QFVdW4l41AWXKW2DjoG6IDKgErCy+2ZXu0G1sWZqsdNhjkJ5U4Jw0UaKo72MCbikSS0DioJcS4gAyoJpcj3kYIrBidPnpzt/k6dOtHo0aPz/HlOJv79999UpUoVqlGjBhUvXtzr8e3bt+d3kwByhg6ovKuHKicJ0QGVAx1QXPiQGWeqtmcMFV7W06vuVR6ahz6a9YxJMd7fKiYJ9TjjvmqQ9DU71YELH+ijyYyzpCQpv05V+T5SlCtXjr799lsaMWKE1/18Hz+Wl27duuX3VwIUHIYby+uExsere1JtfN+oJLQO5lbCVWoZsKAEjp0yYLgx4kx2klDVoe36+8b85I6cEoZnm0wjooCYzKxSJSIugOJ9gSSWNSpWJKpRw72frRQSQhkZGWJNjaSkJAoqYhcYeJq/YB7tJytJOH78eHrsscdo/fr1dOONN4r7Nm/eTMuXL6c5c+bk+fPjxo0r2JYCFPbqIVhH9bnijO8bsWYdDAPFVWoZEGdI3siMM1WPmwyVhNbjE1t9ShhVq1YRZ45t0/g3nSSiBD0ZYvecm1OmXF4k59Ahe7fFqe64g+jmm93V+FZWRkdHk6ZplBETQ5cuXfJ7Ed9AwdtbtWpVioqKKtDP53vP9unThxo0aEBvv/02LV68WNzH/9+wYYMnaZgV7+CitmPBITBkSg7Vh4Ea575EW2cdDANFJaEMSBJebtMwJ6F10J4hGS2L6lPCYFSRI9u0DM7DuVwUXKwYVSlblsJCQ8kVKCtpX3kligaswslBbtNKlCCqUMHSv6UWFkZpwcEUEhJSpHJZnHs7e/YsHTt2jK666qoCVRQWKP3KycBPP/3U7+dfc801NHbsWLr33nspLJcqm7/++oumTp0q5ir0Z35DgDyhYyCH6sNAsUCOHEjeIEkog54YU7U9M753TPJvHQw3Rh9NZqxhShgkbRyWJOTfkhEURNWioykyUKb60asIuR/BFbxgPj2XxEk7K/soQUGkhYdTWkhIkUsSsgoVKtDhw4fFcGlpScKDBw/SRx99RP/88w9Nnz6doqOjadmyZVS9enWREMzqnXfeoVGjRtHgwYPptttuo+bNm4uFSyIiIui///6jffv2iUrEvXv3ilWTBw0aVJDNAsgOQwzkQCWhez9gqLG1kCREQlpmklDVymiGC2zWw3BjtGeyYEoY788cOKeP5nJRUKAkb/QEISti89cVKfrf27i/IZvCJjXznST88ccfqXPnztSqVSv66aef6JVXXhFJwl27dtGHH35IX375Zbafad++PW3dulUkAhcuXCiqEP/9919KTEyk8uXL03XXXUe9e/emhx9+mMqUKVOoNwTgBUlCOVSviECcyYGTalQSyoBKQiRvZF5c04enBcqJrkyYEkYO1Ye26+8bF3LVuJDLf29uV83G89/lFkPGpJWK7bksegIWSUJL5TtJyMOAOTE4fPhwKsFjwTO1a9eOZsyYkevP3nzzzeIGIA2GTMmheiUh4kytDqhdMjIud3wxDNQ6WN0YlYQyGKua+KRWxc80puqQQ/UkIZLR6lzI5d+9dat7eL3ZeDXd5s1zThRyH02HJKF1kCSUIt+1sLt376Z77rkn2/1cTXju3Dkqqni1Zi7L9HX77bffxHN4XLevx3/99Ve7Nx9ygo6BHOiAeu8HsG6yYpWThMaON4ZNWUf1ix7GCx+IM3lJQhVhWLscqrdpGO0ht01LSiLb8IVUThByIo9XdTXrxq/Hr5tbhaJe2cYJQslJwscee4zWrVvn87Fnn32WXnrpJcu34eLFi/Taa6/5vV0F9f2qVTRw0iTvpGweJr7xBtW77joKKlGCvlmyxOuxNp06Uc1rrqEmLVqI2zRD0duZM2fozjvvpLp169K1114rRtH6UrNmTTFi1vi+r+TFazKlpaWJ4jqesk/Hr7t582a/3wP/7NNPP009e/akAQMGiPtOnz5NN9xwg3h92ysJS5cuTSdPnhQ7w2jHjh10xRVXUFHVsmVL8b6MXnzxRVqzZo2YQ9Fo9erVXnMvlitXTtp2Qj6hAyqH6hVeqCSUQ/VktHE4P5I31lF9+gSGCi/rGSe1V7VNwyracqjepqE9U6eSUMdJPbP7SXm9Lz1JaOF8hJwM4kU0jNLT0+mDDz4gu+lJQuPis1Zs15gJE+j7yZPzNdy4Q9u29OD991O/HNa9mPbaa9Ttrruy3T/6xRdFEm758uVi6jwulDt06BCFZlmUpm3btqLgTB8xywlDzg9xgRknC7ngrGzZslS7dm3xeFxcHO3fv1+8tr/4Z9966y06fvw4PfDAA+K+ihUrihzWggULqF+/fmSmfEfxgw8+KBYhOXXqlKiiy8jIoI0bN4osNc8rWFTxqsuVKlXy3PgP++2331Lfvn2zTfzIjxmfmzVQIIAgSSgHrlJ77wewhuoLSujvm49JWTqJYCLVk9EMlYTWM67MqGqsIXkjB/po7v2Ai2vqJAntkJm0WrFpEzVt2pQaNWpErVu3Fgu0Ml681bh2AyeVeF0GdunSJVEdxkkj/rnHH3+cUjL3Y5s2beipp56iFi1a0O23307z5s0TSan77ruPGjZsSFu2bBHP+eabb8TzueipY8eOdPXVV1OHDh3o2LFjnt/JK91yEo9/T5MmTahHjx5iEVlfyUh+DS6U4sKohx56iOINQ7h5AVv++caNG4vncDJs4MCB4n3w/XqBlb5dR48eFaNO9ffE+vTpI5JejJNoPHUd/xzvky+++MLnLv75559FwVqNypXzlSS8oXlzqpWlwM0fXyxeLP4W7PrrrxcL7/L6HFnpSULG75XX2OjSpYvnPv7Kz9Hxgr+8fznHxPuBfwf/rbgIj5N9+t+0Vq1aYoo/3bZt2+i5556jxYsXe+7jysLZs2eT2fJ9ljFx4kQaMmQIVatWTWSuOQD5KwfPCy+8QE7x3Xff0fnz50WSMKuuXbtSUlKSKD0dOXKk+H9ukpOTxU0XGxsrvnKClW9OwO9D0zTK4A9sAE0k6kpOJk7x8hLmmkP2dSByRUSI/ZzBQwws/PtzfHniLJAkJ4srLogzi0VEuPdzSoqIA6XjLMDaWkcJC5MSZ4Eca66UFHebztUYOHZat5/Dw0U/RdVjp95Hy+AkFuLM2jhDHw19NFl9tKQkaX00/sq/KSBatowMOnvhAj30v//Rup9+Egk8Xqz1/vvvpz179ohkECf4OLmnJ9o4z8DvgRNBXIX2/vvvi/9zwnD69OkiIcT+/PNPkZziwiR+DR6mun37dqpXr57n14t9oWkiocgJLa5+46ozTrrx8/ix119/nSIjIz3DXCdMmEDPP/88vfvuu15vJSgoSGw7F0bxzw0ePJjefvttkWDkhNfLL78sisQqV65MCQkJ4mdmzpwpfhePLtW3R/9atWpVkTzkAizeH1xJx7mWKVOmiCQlJ8l++OEH8Xo8fV2zZs1EUjTrKFUeunxDs2Zer59fvuJl9Nix9OKECXR1/fo0cfx4kVA8f+GCSKpytZ7++7gqkBffzfq7OaH3xBNPiHzP2rVr6dZbbxW3jz/+mB599FGx3bxAr/5zX3/9tbhf/z9P58c/x/udk7K8T1auXCmSqlxByIlDTtxyIvHuu++mMWPG0KxZs0RVKSekf//9d4qJiaGSJUtmi4es+SZ/c08hBam4mzNnjhiKywHPf2QOiKuuuoqchFdq5gwvB7UuKiqK3nzzTbGyM/8Rv/rqK+rWrZvIkOeWKJw0aRKNHz8+2/1nz54VyUYnyEhOphgOxtRUCgqg91QyKYl4FrO49HSKP3PG7s1xLG6SeD/HJyZSvIV/f+4QxKSmisY9KIAmBS4WH0+lOIcTHEwXEWeWiUhJodJ8kTo5mf5TMM6C4+KoAh/4w8LEPClg0X6Oj3fv57Q0OmPx8SxQYy06NVUkFc7HxVE6Ys0yFUJDKZiILsTFUZqCbVrplBTi2qNLaWmUiDizbj8HBbn3c0ICJSoYZ8UTE4mX2kzkQg3EmWUi09LE+UASnxNKiLNUHtEYEkJpmkZpeuKDvxpvpv3SvF/XlZFBm/fsoYZXXUUNGjQQSR0eFjp06FCRWLrrrrvEnHJcacbz033//fc0efJk8TxOnm3atImmTp0qXisxMVHkGvgxTvTwSE6uOuP/c5KHE2icPNLnouPncNEW/5+nSuPcA3/PCS6e+45/hv/POQtOJnEOg3ESihNfWee04+dzzoMr3vgxLnC66aabxPe83VwcVqFCBfF/zg0x/TWMr2XcrkceeUQkRjl3snDhQpFYK1WqlPgd//zzD3Xu3NlrG7gCU0/Q6Xjf1alWTX9xOnH6NDW+/nqffw8uaNvy889e93HblG6MFyKa+/77VK1qVbGtM99/n+68/376/bffSH8XvP3i75s5glbfl0Y8spQTmr/88otICHIilBO1gwYNEn9Lvp+TevxznHjk//NQbP3vyX8jfRg5Jwk5Gci/Lzw8XMTSgQMHRHIwa99f3w6uXDxy5AjVr1/f6zF+bS56M4565WpPfxR4vFL16tXFLb+47LZ///7UvXt3KqYPHbMQZ7z5A5gbHhNu3KlclrtixQpatGiR1/PKly/vVfLJf/wTJ07QG2+8kWuSkLO9xp/jDxoHLn+4jBnfoiwjIUEEM3d4gwKonN+V+eEpXq4cFY+OtntzHMtVilNkRFFpaVTcwr8/dwy421mBr1YGUAeUMg8g4VFRopweLJK5b8NSUylaxTgzVIUgzqwfasvVdFbGWSDHGr93Vo6v4qNNs24/Z/aDy/LfXsE2TY+zEhUqUAnEmXX7uQSnyIhKpKdTCRXjLPNcoFipUhSBOLNO+fLiS0RqKoVLiLMS4eEU53JRCN/0eQD5q/Fmlny+btZ5A/n/nBjk5NH//d//iRwAD681Vqlx4o5HKWbF59ecTNNfk5OH/FrG38HPCQ4O9tzHX43P55v+/3feeUcMW87NJ598IioX+ca5Cq4i5OQXvwb/LuPrZX3POW0Xv3fOh3CRFFfYcZUk369Xz3FlYl6KFy9Oyfp0KJpGVSpWpLNHjuT5c57t4QvBxnjhRUcM+aynBg2iUS+8QDH//UcVy5YV28fby3kbxok4Tqpmfe+Mk568sAknAHkfc3EZ99V5iDlXSOrreXASlwvO9DwYv3+u7tRfkxN6xv/zV44PX79Tx0VnWWNC37dcDRph+Dwavy90kpD/oFyOyn8YY7LLFz0DnhOuOuT5C5988kkxDp4ThpyZtsqIESNEeW9ueLy3EWe5eYfmNYyY3XjjjbRq1apcn8NZYL5lpX9oHSEoyN1oZN4CRmYHNIhXRXXKvg7gVWddXH1i8d8/kOOMT/hciDPrZB5QlY0zPXnFw/sRZ9a3Z+npojKAgrnWS81YC+LPHGLNOpkVGEG8vxVu09BHs5h+MqpqnOl9NBw7HddH46/8m7L9NrPnRfTn9TSNbmrYkHa//DLt3btXrIb7+eefiwozHpnI28rDRnmYKSePuJBJ309cXcdDgXluOU7u8HBTrgCrU6eO5/3qz836Vac/h6vQOJfBoxh5fsIlS5aI4cL8GP8eHsZ8yy23iEQUDxXmhTiMC7Lqi5BwcRQnJ7nybP78+aI4jF+D8yOcW+HXNA435udy1RxXyunVhcbt4qQYF4nxdvFKvVw5yPdzwoy3gZNnvO1s586dYko74+swngNxzcqV7tct4HBjY7xwtR3vZz1Z+9U331DF6Ggqz4vSpqZS93vvFSNoeXg1L1zCw7c5GegrvjnpO27cOJFD4oSdXhz3yiuviPkI9Z/hqlFeAMX4Gsa/rz//N+IVjvkx/e+T9Wey5pv8zT35lSTkseX8B9e/z4k/DQIHJo8/53HoHHA8Xps/APyh4TLUrGWlhcWZer75izO1/MHiRVj8WZCEg5g/IBCgMCm2HKpPiq3HWZaDGZhM9UmxEWdyGC/qcd/H4iRhwOGqG30oTgCNDHAkff+qfuzEol/WQh/NvR8kjGBTmr5/7eyjcSVV8eJEvMiG2dvBr5vbonEZGVShTBn69PXXRR6BE1A8DJQX4dBzJLxgCFfW/f33317VfNOmTRNJQ563T6/S46ShniTMD14MhJN4nGTjBCUnr3S8+CzPm8dFTvo28X1Zk4S8/ZzM4rkMOY/CSUUeMs04d8PJMH3hDU7kcbVcjRo1xM/xwitcRcdJtax4DkbeB/w7eT8w3kc8HyEXkXFxF+ecOOGlL8RixMNyXx4/XgwB5opAf70yeTLN+vBDOnvuHO3Zt4+GjhhBOzZuFInSLvffL/YJ73dODn5nGEn62oQJ9MiAAaLCk98nV1jmlB/i5OFff/1F9957r+c+ThLy0G9OMup5Jh6tyqNQzcJzT3LS0ezCM7+ShFxe6uv7Av/SkBCxA/nGY6t5kk6e4/B///sf3XHHHWLCTWNAy8STRnI2+7HHHsv2GCc1OUD0lYh4ZZm5c+cGxLLjkAP9AJFZGQIO7hjYST/BQwfUWkgSeu8HsDbO9M+2avvb2I6r9t5lw+rG7v2AOLMWktGIM1XOBfhiPa+sm2XOOFNwgjC3YoDMyrZOrVtTp8wVcX3hNR2y4qTajBkzfD5fXyFXxwnArKMkjc/h4iVORPl+CyEiYaUnrXLCVYGrV6/O8XGuhuRbVlx1l9u281RtvhYc4cU3OAeTF05Y3tGpEy1et466Z1Yd+uOFUaPEzZetWeYtNKpYsSItXbrUM8w6N7zfs743TqQa7+MFYzh5y39vHS9EY2RcAZvl9ndgnIfiXJrZCjwnoRl4eWeu2uNSXC675YDnMk7OEnMJK1cc2rFgScuWLb3mKDTiYdecSedg4efwxJs8xh4ClD5vATqg1kLyBnEm84Ra/1yrBlU3cvCJAF/h5rlGVYw14wkeKryspXqSEH00dZI3dtLfN84F1GjPOJFnx8gePRkUSEPtHYgrCZfNnn15nxeh/X3TTTeJhV/MwkONeXEUXtzEliShsWwyL1xdlxuuHOTJKjk5yCWZvNIPT+Cpl6wyThZ26tTJliThZ599lu+sORSBCi+c6FgLSULEmQyIM8SZLHyCkZio5jBQ/QRPT5aCdVDh5d4P6KOpkbyxC5KEcqjeR9On6cA8vpYqV7489brjjiKZJDQbVzryStNW8CtJyCWnZuGJO3nJbp6DkJOBvuYL5LHsXI4KUGjoGMih+okOhhvLoXoHVI8zVEPIOanmJKGKsYaKVXlUP3aijya3klDVOEMfzbl9NE0Tqx0HBFQSymFMwgbK3z4A+RrWbXqSkKv+zMIr1/Dkl77wJJ48QScvtW3G3IcAGMoiiT7no4pD8xhOdORQfbgxKqPlUbnyBgvkyKNynDEMN5abvFH12IkLH47so/GA4qCMDDpx5gxVKFuWwkJDs69yLJP+vjk5k5Rk55Y4H1cP8n7mfrFVIx7S0ojTbLwAjT9zEgZagvDs2bNim/1ZiNfUOQl52PAff/whvueVb3hOQX/w4iQ8AWN4lqEF/Frt27enY8eOFXSTALJDx0AO1U90kCSUf6Kj4hADVBLKo3KbhuOmPKqvOqufVGO4sbVUr1jV4wyLGDqqkpDryWpqGp1MSKATemzb2S+MjXWvqswJQlUT8rKcO3f5PCC3FacLmyQMCaGM4GCxcnBRShIy3l4ewauvIp1f+d6rsbGxNGTIELHYCC8/zfiXP/DAA/Tuu+/mOTSZV3PhZZq/++47kZVl+/fvF6sZ9+jRo0BvAiBHuEotB4aBuvcDVje2ln4iyR0DPv5Y1TEIVEjeyKNykhAVq/KofOzkdhwX2ORQOc4Y2jTHjvbgasLqnM9JTyd3VsJGCxcS8aIUjzxC9Pzzdm+Nsz34IFFMDNFbb/Fcdtb8jjNnKOOKK+h8qVJUrlw5kSgsSriCsKAJQpbvM6wBAwbQjh07xMosLVq0EPdt2rSJnn76aXriiSdE8jCvhU06dOhADz/8sHju3r17RQUh/3/q1KkFfiMAPuEqtRwqn1AzJKPlMM7Fx51+1ZKEqCSUR+U2DcdNeVSu8EpLu/w9KgmtpfrqxuijOXpYO9d38YDKgg2qNNHp00T//utuzzF3tPX7mm9xcdb9jrQ0yggKEsm2iIiIIpckLKx8n2FxcnDFihV08803e+7jlYnnzJkjViTOS7FixeiHH36gNm3aiMrBn376iXr37k1vvPFG/rceIC+4Si0H5rtx7wdUElrLeCLJn+3ixUkpSBLKo/IwUMSZPCpXeBk/WzihtpbKccZwLiA/zlSeEgbnAtZTvU0LxCQhl1v6GlLM95UpUybHIcpGnIlduHAh3XbbbXTffffRiy++6HkOL1oCYAo+QOHqoRyqN9bogMrBV/F4Al7+XKsYa2jP5FH5wof+nsN4IBdYChWr3vsBrKFye8ZQHS2H8XPMlcIFXDChyMK5gDwqHzslyXfd5AsvvEDDhw+nU6dOee7j75977jmR7POldOnSIoFovF199dVikZJZs2aJ/+vPATCNsTOEDqi1VF91FnPFyaNyxwDzKsmDSkJUd8mgV5yoXLHKyWjVKo5kU/m4yZC8sWdKGNUgzuRRvU0LxErCmTNn0t9//03Vq1cXN3bkyBGxWjEvtTx79mzPc7dv3y6+rlu3zsxtBvCPseHAUBZroZIQcSazY8BzkKjYAcVQFvltGq9SqBoMN5ZH5WMnLq7Jo3KcMSRv7JkSRjX6e8ZwY+shSRh4ScJu3brl+5e0bt063z8DUGjGAxSGTVkLQ1m89wNYR/8sq1i1qr9ndECtp3IHFBWr8qicvEGSUB700dz7AaOKrMUVwdxH48+2ym0a+mjWU/nYGahJwnHjxhXqFy5fvpyioqI8C5+8++67YtETHn7M32PIMZhGbzgwlEXucGMVJyvGyY48GAaKEx0ZVF51Fu2ZPCqvOmvso4G1VL7owTCfr9xYUz1JiIIB66l8LiBJgddy3rp1K3388cfitm3bNr9/jucu1Bcp2b17t5jf8I477qBDhw6J7wFMgyFT8hgPiCpXeKFjYD2V57/EVWp5VL5KjWOnPCrHGZLR8qhcSZiR4V5Eg6GS0Hp60l/lNg3nAtZT+UJuoFYS8mIjPXv2pI0bN4rFRtjFixepZcuW9Pnnn1PVqlVz/XlOBnLVIPvqq6/orrvuookTJ4r5CzlZCGAarNBo3zwkqlUGYOU8eVS+eogOqDyIM5zoyIBKQiRuZFC5khDzk8uFWEObJoN+nqniuUCgVhI+9thjlJqaSvv376cLFy6IG3+fkZEhHstLWFgYJSQkiO9Xr15Nt99+u/i+bNmyngpDAFNgXiV5jElBFRtsJG/kQeUN5rtBnFkLlYTyoD3DCbXMOOOKOq6sUwmShHKpnCTEqCJ5VL7AFqiVhD/++CP98ssvVK9ePc99/P0777xDt9xyS54/z3MR8rDiVq1a0ZYtW2jhwoXi/j///DPPKkSAfEF1lzw8ByF3DPjkUrXhLOnp7hvDEAProQOKOJNB5Q4oLnrIg+kT0J7ZMSWMSsNu9faM+6kh+T7thfxSuY+GY6c8Kl9gC9RKwmrVqolKwqzS09OpSpUqef78jBkzKCQkhL788kuaOXMmXXHFFeL+ZcuWUadOnfK7OQA5QyWhXKqWfhvbQ5U63nbBMFDEGeLMWqgklEflEx300eybEkbVuS9VW1TPDkgSoo8mM85UO+eUKN+XVN544w168sknxUrEzZs39yxi8vTTT9OUKVPy/Pnq1avT999/n+3+adOm5XdTAHKHKzryT3YuXVKvktB4gEIlofVUPqlGmyaPyhP9Y4EceVSOs6Qk91ccN60XGupOkGmaesdOLJAjl8p9NAw3lkflOAvUJGGfPn3EnII33nijqAhkaWlp4vt+/fqJm47nKwSwDToGcql6VUfvFAQFYSiLDKrGGUObJg+GGyN5IwOqblB1I3NKGE7MqnZSjeOmXCqvboxpruRBkjDwkoTTp0+3ZksArLpKjSGgcqjaMcCQKblU7hjgKrU8Kidv9DZNT5SCdVRuzzCsXX4fjfvFql1gQ5LQnjZNtThjGO0hj8oFA4GaJHz00UdzfIwrB3mVYoCAgA6oXKqeVKMDKpeqccbQAZUHlYRIEsqg8sIlSEbLpWqs4VxALlULBowrh2MKBeupPFVHoC5c4svKlSupR48enkVIAAICOgZyqZq8QZJQLpWvUmMoizyqtmcMbZo8KlcSIs7kUrXyRj9u6skrsJaqfTQsYiiXqnFWFJKE//77L40bN46uvPJK6t69OwUFBdGCBQvM3TqAwkCSUC5VO6A40ZFL5ZNqDDeWB5WEqIaQ2Z5xBQpXoqgElYRyqXrhAwvkyKVq8sb4fjHNlfVUPhcIxOHGKSkptHjxYvrggw9o48aN1KFDBzp27Bjt2LGDGjZsmOPP3XvvvX7/Dn59AFNgaJ5cqg5lQZzJpeqJDoay2JMkVK09Y6hYlcd4Msn7PXNBQCXg2CmXqsdOzBstl6pxph83uQ1XqR23C4YbB04l4ZNPPklVqlSht956i+655x6RHFyyZAm5XC4KDg7O9WdLlSrluZUsWZLWrFlDW7du9Ty+bds2cR8/DmAaVBLKpWolITqgcql6ldrY4cZVauupeqLDkLyRx/hZVq1NQx9NLlXnikOcyaVqhZceZxjWLoeqcSaR36numTNn0qhRo2j06NFUokSJfP2Sjz76yPM9vwbPXzhr1ixPcjE9PZ0GDx4sEogAptEbDqzQKIeqV3WwirZcqsYZkoRyqdwBRZJQHr3qhCuFVW3T0EeTQ9U2DUlCuVSNM0w9JJeqcRaIlYQff/wxbdmyhSpXrkwPPPAAff/99yK5l19z586lZ5991qv6kL8fPny4eMwqr776KrVs2ZIiIyOpdOnSPp9z5MgR6tKli3hOdHQ0Pffcc5SWZY6Y9evXU9OmTSk8PJzq1KlD8+bNs2yboZBQ4SWX6hVeqO6SQ9UKL/39ckIhj+p9MIGqyWiG4cZy6ZUnqh47sRKoHKofO9FHkwNxJmlHKy4yUs32LBCThD179qRVq1bR7t27qX79+jRkyBCqVKkSZWRk0L59+/z+hZx0O3DgQLb7+T5+LavwfIq8wMqgQYN8Ps4JT04Q8vN++eUXmj9/vkgAjh071vOcQ4cOiee0bduWdu7cScOGDaPHHnuMVqxYYdl2QyHgKrVcGMoieYcrSq86UfWEGic6cqh6osOQvJFL1VhDnMmlapxhgRy5UDAgeYcrCpWEgbe6cc2aNWn8+PF0+PBh+uSTT+i+++6jXr16UdWqVempp57K8+f79u1L/fv3p6lTp9KGDRvE7c033xTJNn7MKrzNzzzzTI4LrKxcuVIkO/k9NWnShDp37kwTJkygd999VyQOGQ+R5vfP29ugQQMaOnQo3X///TRt2jTLthsKAUlCuVRN3mAoi1yqdgxQGS0XKglR4SWLqhfYkCSUS/VjJypW5UCcSdrRilO5jyZJgZff4QVLOnbsKG4XLlygBQsWeM09mJMpU6aICkROtJ08eVLcx0OYeWjviBEjyC6bNm0SCcSKFSt67uP3xpWHe/fupeuuu048h1d0NuLncEVhbpKTk8VNFxsbK75y5aSV1ZMy8fvQNI0yNI2IbwHAlZJCLt427oA7ZD8HMldYmNjfWnKyiAUrcHx54ixQJCeLqy1aeDhpiDPrRUS493dKilpxlpKCOJMpNPRynPHn2sWtmxqx5kpNdR87Q0Nx7JSxv8PD3fub+4kKtWmePhriTGofTdU408LC0EeTITzcfexU9VwAcSa/j2ZVHGja5Vhz0Pmdv+/FlDW6y5YtKxJleSXLeKjxZ599Ro8++iiNHDnSkywLhAVLTp065ZUgZPr/+bHcnsPvIzExkYrlMPnypEmTRCVjVmfPnqUkfdGDIo47HTH8QUpNpaAAeU+lk5OJrzNcSkmhxDNn7N4cx4vSNIoiooTERLpkUQxwYx2Tmkp8OAiy6KQ9vyITE4lbMH7HMYgzy4UlJ1NZPp4kJ9N5heIs9NIlKsdTY4SG0jnEmeVcly4RH+1dmkan4+JEh1SJWNM0qpR5Zf5cXBxlINYsVy40lDi6LsbFUYpCbVrZlBTiGsoYvpCOOLNcSZeLeBav+Ph4ilcozkokJVFx7ptqGl1CnFmuWHo6leLrmklJ9J9CcRZ+6RKV4cK2kBC6gDizXHB8PFXITBKesTDvkJGQQDEXL4pEYVBQvgfgBqRLly7JSxL6KyQkhAYOHEj79+83JTnIKy1Pnjw51+fw7+I5FO00ZswYsTCLjpOK1apVowoVKgREgtSsDxFXl1bgzH6AlPRzNQQrUaEClYiOtntznK8MHx6JItPSqJhFMcAdA+4OVOBqsgDpGIhVKbnArXRpCkecWS/zQk1IaipFqxRnmYIzF9YCixmOzdHcMVQl1gxDEctfcQVRKT7dAyu5MmNLLKmnSpwZ+miluE1Hm2b9/s78LEdlZFBxleIss48WWaYMFUOcWa98efElLC1NyT5aaFQU+mgyZCYG+ThiVZyxjMhIcpUuLXI2TkkSRvi5v6QmCdkNN9xAO3bsoBo1ahT6tXh4cp8+fXJ9Tq1atfx6LR4Czas3G50+fdrzmP5Vv8/4HE705VRFyHglZL5lxcHmlICjoCCRJOTGOmAa7MwOaBD/bZyynwNZ5mdADO2wMAYCLs4yT6r5RM+FOLNe8eJqxxkPTUScWc/QiQriY4kqsWaY3yeIVw9ErEmLNaXizNCmoY8mN85cyclqHTszp3ty8ck+2jNpq84q10fT4wx9NPnnnOIbC+LA5RI3EWsOytn4+z6kJwkHDx4sknvHjh2jZs2aUfHMEz5do0aN/H4tzuryzQwtWrSgV199lc6cOeO5AsCrOXMC8Oqrr/Y8Z+nSpV4/x8/h+yEAYVJsuVSdrBgL5Mil6mTF+nAKrG4sB3eieIgxx5lKbZpx4Sl9QQ2wlqqrzqKPJpeqx0700eTSi2ZUizMskCOXsRqOq4UtmhJGZflOEh45ckQMlc16dYDHah89epSqV6+e688/+OCD4qtxJWR+Lf55/pqenp7fTfJ7u3mBFf7Kv2Pnzp3i/jp16lBUVBTdfvvtIhn4yCOP0Ouvvy7mH3zhhRdoyJAhnipAHio9Y8YMMZ9iv379aO3atbRo0SL64YcfLNlmMKljgJNqOVRPEiLO5FD1hFrvcCPO5OEkmWpJQmOcBUqFhtOhTbP7L6BWnBkvBKgAx065VD8XCJAptxzP2BfmNg1JQvuThDVr1hSrEmedE4kTcPxYXkm+Q4cOkR3Gjh1L8+fP9/yfVytm69atozZt2lBwcDB9//33YjVjrgzkCkdeYOXll1/2/Ay/P04IPvPMM/TWW29R1apV6YMPPhArHEMAdwzQYMuh72fVOqD6+81lygEwkeqVhGjP5HZC4+PVatP094pktDyqHjvRR5NL76OoFmeo8LInzlRLEiLO5DL2UVSLtUBNEuoVf1nFxcX5NRGiGXMRFsS8efPELa9tyzqcOCtOKPKcilAE4KqOXKoOMdDfL5KEcqhadYMOqH2xplKbhspo+VSMM4Y+mlyo8JK8wxWFPprdfwE1cC6KR3vwcUS184FASxLqq/NygvDFF1+kyMyJSRlXD27evJmaNGni9y/et2+fGPqbkuUP27VrV79fAyBXGGIgl6pXqXFSbc+JDs9BkpGhzsIKiDP5VByehziTT9VKwsxVZ1G1KomqSUKcC8il6mgPxJl8SBIGRpJQr57jSsLdu3dTmGFCa/6+cePG9Oyzz+b5Ov/88w/dc8894jX0uQiZXp1o1ZyEoCBcpZZL1SEGiDO5jBXrvO9VGX6LOJNPxYoIJAnl09swfUoBFfAFHj1JqEobbjfVL+QizuRQNRmNOLOnjxYXp16sBVqSkOfuY3379hXz8fGqvwXx9NNPi7n91qxZI75u2bKFzp8/L1Y8njJlSoFeE8AnzHcjl+rDjdEBlT8PCe97VfY7VmiUT8WTHSQJ5VM5Gc1UacPtpnofDfOsyqH69AmYekgeFftoEuV7nNZHH30kEoR///03rVixghITE8X9ekVgXjZt2iQWAylfvjwFBQWJ280330yTJk3yWvEYoNDQMZBLxRMdhpNquXgFM31eXJUqIrCghHz6iAmV2jTEmXwqVngZP1NI3sih6rB2VHjZOyWMKnAuIJ+KfbRAThLyKsbt27enunXr0h133CFWOmb9+/cX1YB54eHEJUqUEN9zovDEiROeRUP++OOP/L8DAN+B5r4xXKWWQ9V5SNABlYsThCpeqUacyafiVWoskCOfinGmv1eeUzYk32soQkHoc8mrdNxkGO1h75Qwqh07UUkoj6rFKYGaJBw2bBiFhoaKRUeMi5c88MADtHz58jx//tprr6Vdu3aJ72+88UZ6/fXXaePGjaK6sFatWvndHADfjJ0gXKWWQ9XGGhWr9l09VKkiAnEmn4ptmv5eDfNOg8VUrPAyxpleGQ7WUrE9Yzh2ymU851Ip1hBn8qnapkmS78t3K1euFMOMq1at6nX/VVddRf/++2+eP//CCy9QfHy8+J4Tg3feeSfdcsstVK5cOVq4cGF+NwfAN2NnG5WEcqhYDcFQ4SWfih0DXKWWT8XkDSoJ5VNx0S8MzZMPfTQbdrqCuDKYK4R5qLGKbRoqCeVRsY8WyElCTvAZKwiNw5DD/ajY6tixo+f7OnXq0IEDB8TPlilTxrPCMYBpV3SCgzGURRZVhxtjKIt8KiYJEWfyqdgBxUUP+VRM3iDO5EMfzYadriA+l+cKYV6tHW0aWEnFqYcCebgxV/0tWLDA839O7GVkZIhhw23bti3QRpQtWxYJQjCXflKHIVPyG2vjfJAqQEWEfComCVHhJZ+KcYb2TD6VFy5BH00eFdszXlQTw0DlUzHWcOy0L85UOnYGciUhJwN54ZKtW7dSSkoKjRw5kvbu3SuqAXluQV/uvfdev19/8eLF+d0kgOzQWMtnHNbNnTKu4lQBKiLkU7kDiukT5FGxkhDJaPuShCpVQ2AVbflUrCTkC9b6Crs4dsqDPhrIoGIfLZArCXnhkT///JNuvvlmuvvuu8XwY04C7tixg2rXru3zZ0qVKuW5lSxZktasWSOSjLpt27aJ+/hxAFPgKrV8xukGVGqwcZVaPhU7oBhuLJ/KFV5Y8EseFYcb47gpn4pxZnyvaNPkUbmPhjiTR8U+WiBXEjJO5j3//PN+P/+jjz7yfD9q1Cjq0aMHzZo1i4IzK43S09Np8ODBIoEIYApU3dgzWTF/pvnKrSodA+NQFlyllkflkx3EmTwqXqVGJaF8KscZTqjl0fc1V9alpakxXzeShPZQcRgo+mjy6dNVqBRnEhXoCHHx4kXasmULnTlzRsxHaNS7d+9cf3bu3Lm0YcMGT4KQ8ffDhw+nli1b0htvvFGQTQLwhg6ofR2DhAR1kjfc0eZEIUPyRh4VT6rRAZVPxeF5iDP5EGcgM870Nk2FJKHeRwgNVWcKnECANg1kVhKqcs4pWb6PEEuWLKGHH36Y4uLiROWfcUVi/j6vJGFaWppY0bhevXpe9/N9WROOAAWGsm/7ruqolCTEVWp7qHyVGpU38iAZDTKoODQP7Zn9U8LoJ9gqnAtggRy5VKzwwnmnfCqeCwRyknDEiBHUr18/mjhxIkVGRub7F/bt25f69+9PBw8epBtuuEHct3nzZnrttdfEYwCmQCWhPVRrsJEktIeKyRsMa5dPxWHtGG4sn8pxhose8nAlHVcP8ggIVWINcWYPFds09NHkUzHOAjlJePz4cXrqqacKlCBkU6ZMoUqVKtGbb75JJ0+eFPdVrlyZnnvuOZGABDAFGmt7qDbEwLhATlC+14GCwl6lVqljgGGg8qk4lEVvu1WoMgoUeqJMleOmMXmDOJMfayolCVHdZQ8Vq6Nx3ikfFi4JrCRhx44dxcrEtWrVKtAvDAoKopEjR4pbbGysuA8LloDpcPXQHqoNMcAq2vZQsWOAkx35VDzRQSWhfKpdXDPGGYaBysX7Oz5enTYN5wL2UG1UEc9NjikU5EMlYWAlCbt06SKq/vbt20cNGzakUJ4M1qBr165+vxaSg2CZpCT3VywmIZdqJzvogNpDxY4BKgnl00dMqBhnqPCSR7XjJkMloT1Uu/CBxI09VLuQa2y7cd4pj4rnAoGcJBwwYID4+vLLL2d7jBcuSU9Pz/XnT58+Tc8++yytWbNGrI6s6SuDZsrr5wH8go6BPVS7eohJse2h2okOQyWhfCp2QDFkyt72jPvEhgUBHQt9NHuo1qYhzuyh2pQwmJ/cHipOCRPIScLCrkDcp08fOnLkCL344otiLkLj6sgApsGQKXuolrxBJaE9VFu4hBMHSN7Ip1p7xlCxKp+x8oQ/5yoMwUWc2UPV5A0WyLEneaOP6nI6JAntodpFj0BPEhbWhg0b6Oeff6YmTZrI/tWgEnRA7aFag404s4dqVw+N7xNDWeRRcRgo2jT5jJ9p3v8qJAkx3NgeqvXRUDBgD9XizDg/OYqf5J8LqNRHk8jv5TjvuOMOiomJ8fz/tddeo4sXL3r+f/78ebr66qvzfJ1q1aplG2IMYDr96hWuHsql72/Vrh6qcFIXSFSr8MJVanuoFmcMlTfyGY8fqsQaqvDtoVolIeLMHqodOxFn9lBtiqtATRKuWLGCkg1/hIkTJ9KFCxc8/09LS6M//vgjz9eZPn06jR49mg4fPlyQ7QXwDyZft4dqDbaeDMUk/3KpNim2/j75CjUS0vKoVg3BUOEln/FzrUqs6XGmLw4Ecqg2VQcWMbSHanGGilV7qNhHC8Thxlmr/wpaDfjAAw9QQkIC1a5dmyIjI7OtjmxMPAIUumOADqhcqg0DxQm1PVQbBmo80cFQFnlUizOGNs2+C2x83MSxE6yk2kk1zgXsoVqcIUloDxX7aE6ek5ArCQEshxMde6g6xADzxMmlWiUh5omzh2rtmbGzjepo+bF26ZI6saa/T1zIlUvVKWHQR5NL1YIBxJlcKvbRAjFJyKsQZ12JuCArEz/66KNkh1dffZV++OEH2rlzJ4WFhXnNp8h27dol5lnkhVXOnTtHV155JQ0cOJCefvppz3PWr19Pbdu2zfbaJ0+epEqVKkl5H+AnDGWxh2pDDDDc2B6qTVaMDqg9VLxKjQts9lDtZAd9NHuoFmeoJLQHKglBZpyp1EcL1OHGffr0ofDMA0xSUpJIohUvXlz83zhfob/4NVKyHKhKlixJVuDf0717d2rRogV9+OGH2R7ftm0bRUdH0yeffCIWV/nll1/o8ccfp+DgYBo6dKjXc3nuReN28s9BgMGJjj1U7YCi6kYu1eIMSUJ74ywtjSgjgyjI72mci6b0dPd7ZWjT5MKchCCDaskb9NHsoVqc4ZzTHqqdCwRqkjBrBWCvXr2yPad37955vk58fDyNGjWKFi1aJFZEziqdO6kWGD9+vPg6b948n4/369fP6/+1atWiTZs20eLFi7MlCTkpWLp0aUu2E0yCq9T2UG0YKDoG9lCtA4oTHXsYhw5xrDl9KJHx84QkoVyqVeHj2GkPxBnIoOq5gNP7CIEGlYSBkST86KOPTPmFI0eOpHXr1tHMmTPpkUceoXfffZeOHz9Os2fPFsN9A0nMG+CdAAA4EUlEQVRMTAyVLVs22/1NmjQRlZPXXnstvfTSS9SqVatcX4efa6y0jI2NFV8zMjLEzQn4fXC1aQYvaFPARW3M5EpOJh4Mn8EHKofs4yIhPFwsma6lpBR4caPccHx54iwAuBITRZxpxYqRhjiTJyxMqTjjJKF4vxERiDMb4oxlcAJNv2rt1FjLjDOWwZVtaNOkcYWHu/ssHGcKtGmePhp/phBn0uNMS05W4tjpSkpyxxknExBn8s8FUlOViDNKTHS/X5wL2HMuYFGcUWaMiVhzUPvh73uRvnDJkiVLaMGCBdSmTRvq27cv3XLLLVSnTh2qUaMGffrpp/Twww9TIODhxgsXLhTzGOoqV65Ms2bNoubNm4uk3wcffCDex+bNm6lp06Y5vtakSZM8lYxGZ8+eFUOunSAjOZli+IOUmkpBAfCeyiUnE6+bHcMJ2jNn7N4cZUSmpREPxOe4jrEgDrixjuGDAREFBcAqryUSE4knXIjPyKA4xJk0oQkJVI4rz1NS6JwCcRYRF0dcu54aHEwXEGfyaBpV5PmYNY3OxcZSRigfVZwba0ExMcSTp2ghIXTGx0gPsE7Z4GAK4z5LXBwlK9CmVUhJoWAiupCYSGlo06SJysigKCJKSEykSwrEWamkJOKatrj0dEpAnEkTnpREZbjPkpxMFxSIs8j4ePe5T1AQxSDOpHHFxlJF/pqWRqfj44mC+ahiroyEBIq5eFEkCoMcMuXMJV4kLRCThBcuXBBDeRnP68f/ZzfffDMNGjQoX681evRomjx5cq7P2b9/P9WvXz9fr7tnzx66++67ady4cXT77bd77q9Xr5646Vq2bEkHDx6kadOm0ccff5zj640ZM4aGDx/uVUnI8x5WqFDBsjkYZeMPES9kUyE0lIICoNyar1KzUrygDOaMlKd8efElIjWVwi2IA+4YcHegQkREQHQMXJmT5UaWK0eRiDN5KlcWX4JTUylagTjTKyBCS5TAHLiycaVTUhKV5zhQIdZYRATiTDJX5vzepbgaQoE40/toZatUQR9N5n7PHB3FF3SLqRBnmVMoRFWoQFHoo8lTkVM3RKGq9NEy5/KNKFmSwhFn8kRGer6N5gShFbEWGUmu0qVFzsYpScIIP/eT9CQhJwgPHTpE1atXF8k7npvwhhtuEBWG+Z3nb8SIEWIxlbx+X37s27eP2rdvLxYteeGFF/J8Pm87r4icG17sRV/wxYiDzSkBxxO6c5KQG+uAaLAzOwZB3PF2yj4uQg02J88Ksvq5PwIqzjJPdIL4fSPOpM93o1qcuYoVIxfizJYkYRBfEHB6rGUeN10REYgz2TI77UH8N3B6nDH00ew9dqakKHXsDIqKQh9NJlX7aJxQQh/NliSh6KOZPZeyyyVuItYclLPx931ITxLyEONdu3ZR69atRSXgXXfdRTNmzKDU1FSaOnVqvl6Ls7p8M8vevXupXbt2YpGWV1991a+f2blzpxiGDAEGk2LbQ7UFJbBAjj1UizMsXGIflVadxeTr9tEvJKsw0T9XS+qfJyyQI5dqx06cC9hDtThDH80eISHu5D+PtlEl1iSSniR85plnPN936NCBDhw4QNu2bRPzEjZq1Miy33vkyBExtJm/8grKnNxj/HujoqLEEGNOEHbs2FEMDT516pR4PDg42JOInD59OtWsWZOuueYaMecaz0m4du1aWrlypWXbDQWEDqg99A5/5jBcx0OS0B6qrWiGEx37qHSygzizj0pxlp5+eREJJAnlUu3YqX+eMofzgySqxRnOBey9wJaYqMax0+lJQl605IEHHvAMv+UFS/iWkpIiHuvdu7clv3fs2LE0f/58z/+vu+468ZVXWubFR7788kuxkMgnn3wibjretsOHD4vveRt5iDOvxhwZGSmSmqtXr6a2bdtass1QCEgS2lsNoUpjjY6BvXHGJ5o8FwxfTXQyXKW2DyoJQQaVjp3GhQyQJLQneaNCxSrDhQ97qNSeMcSZvX00JAktEWTHcOOYmBifK63wY1aZN2+eWJkm640ThOyll17y+bieIGQjR46kv//+mxITE+n8+fMiwYgEYQDixIF+9QodULlUqoYwdgxwlVou46S7KsQaOqD2UelkB3FmH5WSN/p75PmefMzXDRZSrY+GggF7qFZJqF/4MMyRB5KoNFWH05OEnHjzNYnpsWPHqFSpUrI3B5zI2PlBklAu1TqgOKm2h/HEUoVYQwfUPiq1aZiT0D4qxhm344Gw6IBKVJ0SBucC9iUJeQ5Sp8OoIvvPB1Rp0ySSNkaLh/dycpBvvHpwiGF4GM8RyCsed+rUSdbmgCpDWSxYDh1yoVLVDUMH1B7Bwe4hxjzUWIVYQ5LQPioNN8awdvuoVA2BZLR9VEpGM/TR7J8ShucgdfqUMEgS2kelY6dk0j613bp1E195wRBeHIQXC9GFhYXRlVdeSffdd5+szQEn0xsKPig5/cAUaFQbYqB3tJGMtqdjoEqSECc69lFpGKieJER7Jp+qlYQgl0pxxtBHs4fxGMKfd6efi6GPZh/VilMkkvapHTdunPjKycAHH3zQs3AJgOlwldo+qiUJ0TGwt8IrPl6NjgGuUttHpTYNlYT2UWnIFJLR9lGpPcP85PYxnuOrEGvoo9kHSULnzEnYrl07sYqwbsuWLTRs2DB6//33ZW8KOBWShPZRrbHGpNj2USnWMNzY/uHGKlUSYvJ1+fQ501SIM1xcs49Kx03MT26foCCi0FD392jTwEoqtWlOTxI+9NBDYlVgdurUKerQoYNIFD7//PP08ssvy94ccCIkCe2j0mTF/P6QJLSPSh0D/T0ieSOfSsPzUEloH5XiDH00+6hUSWicnxwLl9h3gU2FWMOFD/uodC7g9CThnj176IYbbhDfL1q0iBo2bEi//PILffrppzRv3jzZmwNOhA6o/Y01J9B4vjgn48mYeTgLQwdUPpUWlEAH1D4qTYqNix72UelEB3FmHxXjDPOT20OlKny0afZRqU1zepIwNTXVMx/h6tWrqWvXruL7+vXr08mTJ2VvDjgRJioOnMmKncz4/jDRv3wqJm8QZ/KptHAJktH20S80qXCigwu59lGpYlV/j5gD3x4qxhr6aPKp1EdzepLwmmuuoVmzZtHPP/9Mq1atok6dOon7T5w4QeXKlZO9OeBEemm7Ph8GyKPSZMXG96dfMQV5VBo2pVflIs7kU+kqtf5Zwkm1fColCfX3iPZMPpWmhMG5gL1UOnaij2YflRb9cnqScPLkyTR79mxq06YN9ezZkxo3bizu/+677zzDkAEKBSc69nG51JmsWO8UBAe7byCXSkNZ0KbZR6VqCMSZfVSKM1R42UfFC7lIRttDpSlh9PMBXGCz79hpnIMUTBFCknFy8Ny5cxQbG0tlypTx3P/4449TJCZlBzPgKrW9+CDJnTOnd0D1OEPFqj1UqiTEyY59kLwBmZWEKrRn6KPZxzgckv8OTk6gIc7spVIlIfpo9lGpj+b0JCELDg72ShCyK6+80o5NASdCx8D+jkFcnPMrvNApsJdKcxJiKIv9yRsV4gyVhPZR6UQHx077GJOCTo81HDftpUqSkBcw5IUMmZOT7oFKpWOn04cbA1gOJzr2UmWIAU507KVSxwBDWeyjYpxh8nX5VIozDDe2d0oY9NFABlUu5OrHTYbhxvKpEmc2QJIQnAeVhPZS5WQHk2LbS5Wr1AwJafuo0p4xHDvto+L0CTihtocqx060Z/ZSpU0zfo5QSSifSot+SYYkITgPOgb2wlVqkNkBdfrVQ16BEsOm7KNKnDHEmX1USdww9NHshT4ayKBiJSGShPKpEmc2QJIQnNsBxZApe6hysoMTHXup0jHguW44UchQeSOfipWEiDP5VIozVBLaS5VjJ/po9lKlTdPfX0gIURDSKtKpEmc2sCWaN27cSMmZByfj9wCmwNA8e6nSYKPqxl6qDDEwDtXBVWr5IiOz/x2cCm2a/cdNviigT4LvVEgS2ku1YaA4btpDlXMBTD1kL1XOBVRJEnbu3JmOHz+e7XsAUyBJaC8MZQEZVKmGQJLQXqpURjMcO+1jrN50evIGScLA6KOpcuxEktAeiDOQQZVktCpJQk0fOpXlewBTYLixvVRpsDE0z16qxRmvSsnDWcCeSkKnxxlD8sY+xulRnB5rOHYGRkLa6cloxJm9VKnwQjLaXqrEmQ0weB6cBw22vVRL3oSG2r0lalIlzoxDQDlRCHKpEmcMw43tY5zPyumxpscZ5r60hyqLMWG4sb1UG+2BcwF7IEloGSQJwXlwomMv1ToGGMpib8dAlThDB9QeKg03xrHTXjh2gsw4c3qbhj6avVTro+FcwB5IEloGSUJwHgw3tpdqV6lRDWEPVYaBohrCXqpM8s8w3NheqgwD1d+fcYg1yKNKkhB9NHupUoWPJKG9VIkzGyBJCM6DBtteqiQJEWf2UqVjgEpCe6lyQs1QSWgvTPQPMqhSsYph7fbCuQDIoFIfTTIkCcF5UA1hL1U6BqjwsheGsoAMqlQS8iJyuPBhL1VOdnDstBf6aCCDKsNA0Z7ZS5WCARsgSQjOgyShvVTpGCDOAiPOnJ68QeImMDqgGRmXK1OcKD3dnShkmELBHqqc7KDCy17oowHizDzoo9lLlQu5qiQJZ8+eTRUrVsz2vZVeffVVatmyJUVGRlLp0qV9PsflcmW7ff75517PWb9+PTVt2pTCw8OpTp06NG/ePMu3HfIJyRt7qTKUBR0De6lSdYM4s5cxYebkWDMmQDEBuz30/e7kOGMY1m4v9NFABlUueqCPZi9V5vJVJUn40EMPUfHixbN9b6WUlBTq3r07DRo0KNfnffTRR3Ty5EnPrVu3bp7HDh06RF26dKG2bdvSzp07adiwYfTYY4/RihUrLN9+yAckCe2lylVqTIptL9U6oKjusocqSULje0Os2UOVNg3HTnupMlUHFjG0l2qLy+G4aX8loT4aAkwRQooYP368+JpX5R9XGVaqVMnnY7NmzaKaNWvSm2++Kf7foEED2rBhA02bNo06duyY42smJye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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "def run_with_csv_enet(idf_file, epw_file, target_surfaces, enet_csv_path, design_day_only=True):\n", - " \"\"\"Run EnergyPlus with time-varying Enet from a CSV file.\n", - "\n", - " CSV must have columns: month, day, hour, enet_Wm2\n", - " The hour column is fractional (e.g. 1.5 = 1:30).\n", - " Values are linearly interpolated between rows.\n", + "def run_with_csv_enet(idf_file, epw_file, target_surfaces, enet_csv_path, run_period):\n", + " \"\"\"Run EnergyPlus with a time-varying Enet schedule from a CSV file.\n", + "\n", + " CSV format: month, day, hour, enet_Wm2\n", + " - hour is fractional (e.g. 6.5 = 06:30)\n", + " - values are linearly interpolated between CSV rows at each EnergyPlus timestep\n", + "\n", + " How the actuator is controlled each timestep:\n", + "\n", + " enet_now != 0 → set_actuator_value(enet_now)\n", + " In C: writes value to *theActuator.RealValue and sets *theActuator.Actuated = true.\n", + " The Actuated pointer points into surfFD.enetActuator.isActuated, so\n", + " ExteriorBCEqns sees isActuated=true and uses actuatedValue instead of\n", + " hsky*(Tsky-Tsurf).\n", + "\n", + " enet_now == 0 → reset_actuator()\n", + " In C: sets *theActuator.Actuated = false (that's the entire implementation).\n", + " ExteriorBCEqns sees isActuated=false and runs the standard sky LW term.\n", + " This is physically identical to the baseline run — NOT \"zero sky radiation\",\n", + " which would be set_actuator_value(0) with isActuated=true.\n", + "\n", + " Important — np.interp and step transitions:\n", + " np.interp linearly interpolates between CSV rows, so a schedule that jumps\n", + " from -150 at hour 5.5 to 0 at hour 6.5 will produce intermediate values\n", + " (e.g. -75 at hour 6.0). Those intermediate timesteps get set_actuator_value,\n", + " not reset_actuator, because enet_now != 0.\n", + "\n", + " For a hard on/off step with no ramp, duplicate rows at the transition:\n", + " 7, 1, 5.999, -150\n", + " 7, 1, 6.000, 0\n", + " This makes np.interp snap from -150 to 0 with no interpolated values between,\n", + " so reset_actuator fires immediately at the transition timestep.\n", + "\n", + " The first real timestep after warmup is skipped (same as run_single) because\n", + " get_variable_value at that point reads the last warmup step's values.\n", + "\n", + " Returns a list of per-timestep data dicts.\n", " \"\"\"\n", " import numpy as np\n", "\n", " enet_schedule = pd.read_csv(enet_csv_path)\n", " required_cols = {\"month\", \"day\", \"hour\", \"enet_Wm2\"}\n", " if not required_cols.issubset(enet_schedule.columns):\n", - " print(f\"ERROR: CSV must have columns {required_cols}, got {set(enet_schedule.columns)}\")\n", + " print(f\"ERROR: CSV must have columns {required_cols}\")\n", " return []\n", "\n", - " # Build lookup: convert to sequential hours for interpolation\n", + " # Convert (month, day, hour) to a monotonic sequence-hour index for np.interp.\n", + " # Assumes 744 hours/month (31-day months); fine for short runs within one month.\n", " enet_schedule[\"seq_hour\"] = (\n", - " (enet_schedule[\"month\"] - 1) * 744 # approximate\n", + " (enet_schedule[\"month\"] - 1) * 744\n", " + (enet_schedule[\"day\"] - 1) * 24\n", " + enet_schedule[\"hour\"]\n", " )\n", - " seq_hours = enet_schedule[\"seq_hour\"].values\n", - " enet_vals = enet_schedule[\"enet_Wm2\"].values\n", + " seq_hours = enet_schedule[\"seq_hour\"].values # x-axis for interpolation\n", + " enet_vals = enet_schedule[\"enet_Wm2\"].values # y-axis for interpolation\n", "\n", " _api = EnergyPlusAPI()\n", " _state = _api.state_manager.new_state()\n", @@ -580,12 +1317,14 @@ " _data = []\n", "\n", " def _make_callback():\n", - " ready = [False]\n", - " act_handles = [{}]\n", - " var_handles = [{}]\n", - " global_vh = [{}]\n", + " ready = [False] # True after one-time handle lookup completes\n", + " act_handles = [{}] # surf_name → actuator handle int\n", + " var_handles = [{}] # surf_name → dict of output-variable handle ints\n", + " global_vh = [{}] # site-level variable handles\n", + " post_warmup = [True] # True until the first real non-warmup timestep has been skipped\n", "\n", " def _cb(st):\n", + " # --- One-time handle lookup (same as run_single) ---\n", " if not ready[0]:\n", " if not _api.exchange.api_data_fully_ready(st):\n", " return\n", @@ -601,72 +1340,193 @@ " st, \"Surface Outside Face Net Thermal Radiation Heat Gain Rate per Area\", surf),\n", " }\n", " global_vh[0] = {\n", - " \"oat\": _api.exchange.get_variable_handle(\n", + " \"oat\": _api.exchange.get_variable_handle(\n", " st, \"Site Outdoor Air Drybulb Temperature\", \"Environment\"),\n", " \"sky_temp\": _api.exchange.get_variable_handle(\n", " st, \"Site Sky Temperature\", \"Environment\"),\n", " }\n", " ready[0] = True\n", "\n", - " # Interpolate Enet for current timestep\n", + " # --- Interpolate CSV to get Enet for this timestep ---\n", " month = _api.exchange.month(st)\n", - " day = _api.exchange.day_of_month(st)\n", - " hour = _api.exchange.hour(st) + _api.exchange.minutes(st) / 60.0\n", + " day = _api.exchange.day_of_month(st)\n", + " hour = _api.exchange.hour(st) + _api.exchange.minutes(st) / 60.0\n", " current_seq = (month - 1) * 744 + (day - 1) * 24 + hour\n", " enet_now = float(np.interp(current_seq, seq_hours, enet_vals))\n", "\n", + " # --- Apply or release actuator ---\n", " for surf, h in act_handles[0].items():\n", - " _api.exchange.set_actuator_value(st, h, enet_now)\n", + " if enet_now != 0.0:\n", + " # Override: sets *theActuator.RealValue = enet_now and\n", + " # *theActuator.Actuated = true → ExteriorBCEqns uses enet_now.\n", + " _api.exchange.set_actuator_value(st, h, enet_now)\n", + " else:\n", + " # Release: sets *theActuator.Actuated = false →\n", + " # ExteriorBCEqns falls through to standard hsky*(Tsky-Tsurf).\n", + " _api.exchange.reset_actuator(st, h)\n", "\n", " if _api.exchange.warmup_flag(st):\n", + " post_warmup[0] = True\n", " return\n", "\n", - " oat = _api.exchange.get_variable_value(st, global_vh[0][\"oat\"])\n", - " sky_t = _api.exchange.get_variable_value(st, global_vh[0][\"sky_temp\"])\n", + " # Skip first real timestep after warmup (variable values are from last warmup step).\n", + " if post_warmup[0]:\n", + " post_warmup[0] = False\n", + " return\n", + "\n", + " # --- Collect results ---\n", + " h_int = int(hour)\n", + " m_int = int((hour - h_int) * 60)\n", + " try:\n", + " dt = datetime(2024, int(month), int(day), min(h_int, 23), min(m_int, 59))\n", + " except ValueError:\n", + " dt = datetime(2024, 1, 1)\n", + "\n", " for surf in act_handles[0]:\n", " vh = var_handles[0][surf]\n", " _data.append({\n", - " \"month\": month, \"day\": day, \"hour\": hour,\n", - " \"surface\": surf,\n", - " \"oat_C\": oat, \"sky_temp_C\": sky_t,\n", - " \"surf_temp_C\": _api.exchange.get_variable_value(st, vh[\"surf_temp\"]),\n", - " \"lw_rad_Wm2\": _api.exchange.get_variable_value(st, vh[\"lw_rad\"]),\n", - " \"enet_applied_Wm2\": enet_now,\n", + " \"datetime\": dt,\n", + " \"month\": month,\n", + " \"day\": day,\n", + " \"hour\": hour,\n", + " \"surface\": surf,\n", + " \"oat_C\": _api.exchange.get_variable_value(st, global_vh[0][\"oat\"]),\n", + " \"sky_temp_C\": _api.exchange.get_variable_value(st, global_vh[0][\"sky_temp\"]),\n", + " # Surface outside face temperature (°C)\n", + " \"surf_temp_C\": _api.exchange.get_variable_value(st, vh[\"surf_temp\"]),\n", + " # Net longwave radiation at outside face (W/m²)\n", + " \"lw_rad_Wm2\": _api.exchange.get_variable_value(st, vh[\"lw_rad\"]),\n", + " # Enet value applied this timestep (0.0 means actuator was released → standard sky)\n", + " \"enet_set_Wm2\": enet_now,\n", + " \"is_raining\": _api.exchange.is_raining(st),\n", " \"run\": \"csv_enet\",\n", " })\n", "\n", " return _cb\n", "\n", " _api.runtime.callback_begin_zone_timestep_after_init_heat_balance(_state, _make_callback())\n", - "\n", " args = [\"-d\", _run_dir, \"-w\", epw_file, idf_file]\n", - " if design_day_only:\n", + " if run_period == \"design_day\":\n", " args = [\"-D\"] + args\n", - "\n", - " print(f\" Running with CSV Enet schedule ({len(enet_schedule)} rows)...\", end=\" \", flush=True)\n", + " print(f\" Running csv_enet ({len(enet_schedule)} rows)...\", end=\" \", flush=True)\n", " ret = _api.runtime.run_energyplus(_state, args)\n", " _api.state_manager.delete_state(_state)\n", - " print(f\"{'OK' if ret == 0 else 'FAILED'} ({len(_data)} pts)\")\n", - "\n", + " print(f\"{'OK' if ret == 0 else 'FAILED'} ({len(_data)} pts). Dir: {_run_dir}\")\n", " return _data\n", "\n", "\n", - "# Example usage (uncomment and edit):\n", - "# csv_data = run_with_csv_enet(IDF_FILE, EPW_FILE, target_surfaces, \"my_enet_schedule.csv\")\n", - "# csv_df = pd.DataFrame(csv_data)\n", - "# csv_df.plot(x=\"hour\", y=[\"surf_temp_C\", \"enet_applied_Wm2\"], secondary_y=\"enet_applied_Wm2\")" + "# ---------------------------------------------------------------\n", + "# enet_diurnal_july.csv — nighttime clear-sky LW cooling schedule\n", + "#\n", + "# Night (20:00–06:00): enet = -150 W/m²\n", + "# Actuator ON: overrides sky LW with a strong fixed cooling flux.\n", + "# Represents a clear night where the sky acts as a cold radiator.\n", + "#\n", + "# Day (06:00–20:00): enet = 0 → reset_actuator fires\n", + "# Actuator RELEASED: EnergyPlus uses its standard hsky*(Tsky-Tsurf) term.\n", + "# Behavior is identical to the baseline run during this window.\n", + "#\n", + "# Expected result:\n", + "# - Daytime: csv_enet ≈ baseline (same sky physics)\n", + "# - Nighttime: csv_enet < baseline (extra -150 W/m² cooling)\n", + "# - ΔT goes negative at sunset, recovers to ~0 by mid-morning\n", + "# ---------------------------------------------------------------\n", + "CSV_ENET_FILE = str(Path(IDF_FILE).parent.parent / \"scripts\" / \"enet_diurnal_july.csv\")\n", + "\n", + "csv_data = run_with_csv_enet(effective_idf, EPW_FILE, target_surfaces, CSV_ENET_FILE, RUN_PERIOD)\n", + "\n", + "if csv_data:\n", + " csv_df = pd.DataFrame(csv_data)\n", + " csv_df[\"datetime\"] = pd.to_datetime(csv_df[\"datetime\"])\n", + "\n", + " for surf_name, surf_type in rep_surfaces:\n", + " sdf_base = df[(df[\"surface\"] == surf_name) & (df[\"run\"] == \"baseline\")]\n", + " sdf_csv = csv_df[csv_df[\"surface\"] == surf_name]\n", + "\n", + " b_temp = dedup_dt(sdf_base, \"surf_temp_C\")\n", + " c_temp = dedup_dt(sdf_csv, \"surf_temp_C\")\n", + " c_enet = dedup_dt(sdf_csv, \"enet_set_Wm2\")\n", + "\n", + " fig, axes = plt.subplots(3, 1, figsize=(13, 9), sharex=True)\n", + " fig.suptitle(\n", + " f\"{surf_name} ({surf_type}) \\u2014 Nighttime LW Cooling (\\u2212150 W/m\\u00b2) vs Baseline\",\n", + " fontsize=12, fontweight=\"bold\"\n", + " )\n", + "\n", + " # Panel 1: surface temp — should diverge at night, converge during day\n", + " axes[0].plot(b_temp.index, b_temp.values, \"k-\", lw=1.2, label=\"baseline (standard sky all day)\")\n", + " axes[0].plot(c_temp.index, c_temp.values, \"b-\", lw=1.2, label=\"csv_enet (\\u2212150 W/m\\u00b2 at night, standard sky by day)\")\n", + " setup_time_ax(axes[0], \"Surface Temp (\\u00b0C)\")\n", + " axes[0].legend(fontsize=8)\n", + "\n", + " # Panel 2: ΔT — negative when override is active, near zero when released\n", + " common = b_temp.index.intersection(c_temp.index)\n", + " diff = c_temp.loc[common] - b_temp.loc[common]\n", + " axes[1].plot(common, diff.values, \"b-\", lw=1.0)\n", + " axes[1].axhline(0, color=\"black\", lw=0.5)\n", + " axes[1].fill_between(common, diff.values, 0,\n", + " where=(diff.values < 0), alpha=0.2, color=\"blue\",\n", + " label=\"csv_enet cooler\")\n", + " setup_time_ax(axes[1], \"\\u0394T csv\\u2212baseline (\\u00b0C)\")\n", + " axes[1].legend(fontsize=8)\n", + "\n", + " # Panel 3: the Enet schedule (0 = standard sky active, −150 = override active)\n", + " axes[2].plot(c_enet.index, c_enet.values, \"r-\", lw=1.5)\n", + " axes[2].fill_between(c_enet.index, c_enet.values, 0,\n", + " where=(c_enet.values < 0), alpha=0.2, color=\"red\",\n", + " label=\"override active (\\u2212150 W/m\\u00b2)\")\n", + " axes[2].axhline(0, color=\"black\", lw=0.5)\n", + " axes[2].annotate(\"0 \\u2192 reset_actuator \\u2192 standard sky\", xy=(c_enet.index[10], 2),\n", + " fontsize=7, color=\"gray\")\n", + " setup_time_ax(axes[2], \"Enet Applied (W/m\\u00b2)\\n0 = standard sky (reset_actuator)\")\n", + " axes[2].set_xlabel(\"Date/Time\")\n", + " axes[2].legend(fontsize=8)\n", + "\n", + " plt.tight_layout()\n", + " plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Reading the CSV plot shaded areas\n", + "\n", + "**Panel 2 — blue shading (ΔT csv − baseline)**\n", + "Shaded wherever the csv_enet surface temperature is *colder* than baseline (diff < 0).\n", + "This is the direct thermal signature of the nighttime override: when the actuator is active\n", + "(−150 W/m²) the outside face loses more heat to the sky than it would under the standard\n", + "TMY sky term, so the surface cools further. The shading should appear every night and\n", + "disappear each morning when the actuator is released and both runs revert to the same sky physics.\n", + "If the shading persists during the day, the daytime reset is not working correctly.\n", + "\n", + "**Panel 3 — red shading (Enet applied < 0)**\n", + "Shaded wherever `enet_set_Wm2 < 0`, i.e. the timesteps where `set_actuator_value(−150)` was\n", + "called instead of `reset_actuator`. This is purely the schedule — it does not directly show\n", + "temperature, only *when* the override was active. Comparing panel 3 to panel 2 lets you verify\n", + "that the temperature response (blue) is time-aligned with the forcing (red): the ΔT should\n", + "start going negative shortly after the red shading begins each evening, and recover after it ends\n", + "each morning. Any lag between the two is real thermal mass — the wall takes time to respond." ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", "name": "python", - "version": "3.11.0" + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.13.12" } }, "nbformat": 4, From 7052057e9a8c7986cd6116c8eaf36eec4eab8390 Mon Sep 17 00:00:00 2001 From: brianlball Date: Wed, 18 Mar 2026 08:10:09 -0500 Subject: [PATCH 07/16] Move NFP to design/FY2026/, add background/physics/references for non-experts - Moved NFP_SkyLW_Actuator.md to design/FY2026/ - Added Background section: Stefan-Boltzmann law, linearization explanation, formal Enet definition, key terminology table - Expanded Physics section with full implicit solver equation - Added sign convention references with 5 verified sources --- NFP_SkyLW_Actuator.md | 97 -------------- design/FY2026/NFP_SkyLW_Actuator.md | 189 ++++++++++++++++++++++++++++ 2 files changed, 189 insertions(+), 97 deletions(-) delete mode 100644 NFP_SkyLW_Actuator.md create mode 100644 design/FY2026/NFP_SkyLW_Actuator.md diff --git a/NFP_SkyLW_Actuator.md b/NFP_SkyLW_Actuator.md deleted file mode 100644 index e4dc9fd9a3c..00000000000 --- a/NFP_SkyLW_Actuator.md +++ /dev/null @@ -1,97 +0,0 @@ -# EMS Actuator for CondFD Exterior Sky Longwave Radiation Override - -**Brian, NatLabRockies** - -- March 2026 - Initial Draft - -## Overview - -Building energy simulation researchers coupling EnergyPlus with external radiation solvers (COMSOL, RadTherm, custom view factor codes) need to override the linearized sky longwave radiation calculation in the CondFD heat balance. Currently, EnergyPlus computes sky LW as `hsky*(Tsky - Tsurf)` using a linearized h-coefficient approach. This is adequate for standard simulations but insufficient when: - -- Users have measured net sky radiation data (pyrgeometer) -- External tools compute view-factor-accurate LW exchange with complex sky models -- Research requires decoupling the sky radiation model from the EnergyPlus surface solver - -## Justification - -The CondFD algorithm already supports EMS actuators for material conductivity, specific heat, and internal heat flux (added FY2021-2022). This proposal extends that pattern to the exterior sky radiation boundary condition — the last remaining piece needed for full external coupling of the CondFD exterior heat balance. - -## Implementation - -Add an EMS actuator `"CondFD Surface" / "Sky Longwave Radiation Override"` (W/m2) that replaces the `hsky*(Tsky - Tsurf)` term in the CondFD exterior boundary equation (`ExteriorBCEqns` in `HeatBalFiniteDiffManager.cc`). When not actuated, existing behavior is unchanged. - -### Sign Convention - -Positive = heat INTO the surface (consistent with all existing EnergyPlus reporting): -- `Enet > 0` — net sky LW heats the surface -- `Enet < 0` — net sky LW cools the surface (typical) -- `Enet = 0` — no sky LW exchange - -### Scope - -- CondFD algorithm only (CTF/EMPD not affected) -- Replaces only the sky component; ground, surrounding surface, and air LW terms unchanged -- All 4 solver paths patched: R-layer, Crank-Nicolson, fully implicit, movable insulation -- Reporting (QNetSurfFromOutside, SurfQdotRadOutRepPerArea) updated consistently - -### Actuator Details - -| Field | Value | -|-------|-------| -| Component Type | `CondFD Surface` | -| Unique ID | Surface name (e.g., `Zn001:Roof001`) | -| Control Type | `Sky Longwave Radiation Override` | -| Units | `[W/m2]` | - -One actuator per exterior CondFD surface, controllable via IDF EMS programs or Python API. - -### New Output Variable - -`CondFD EMS Sky Longwave Radiation Override Heat Flux [W/m2]` — reports the actuated value (0.0 when not actuated). - -### Files Modified - -| File | Change | -|------|--------| -| `HeatBalFiniteDiffManager.hh` | Add `enetActuator` field to `SurfaceDataFD` | -| `HeatBalFiniteDiffManager.cc` | Actuator registration + 6 solver location overrides | - -### Physics - -In the linearized CondFD exterior heat balance, `hsky*Tsky` appears in the **numerator** and `hsky` alone in the **denominator** of implicit solver equations. When actuated: -- **Numerator:** `hsky * Tsky` replaced by `Enet` -- **Denominator:** `hsky` removed (Enet is a fixed flux, not temperature-dependent) - -This is applied consistently across all 6 code locations in `ExteriorBCEqns`. - -## Testing - -- Unit test: `HeatBalFiniteDiffManager_EnetActuatorOverride` — exercises ExteriorBCEqns with actuator OFF, Enet=0, Enet=-200, Enet=+200; verifies correct temperature ordering -- Integration tests: `1ZoneCondFD_Enet_Test.idf` (baseline) and `1ZoneCondFD_Enet_EMS.idf` (EMS with Enet=-200) -- Validated against Phase 2 hardcoded results (roof temps match within 0.1C) - -### Phase 2 Validation Results - -| Run | Enet (W/m2) | Roof Temp (C) | LW Report (W/m2) | -|-----|-------------|---------------|-------------------| -| Baseline | n/a | -23.8 | -32.0 | -| Enet=0 | 0 | -16.0 | 0.0 | -| Enet=-200 | -200 | -55.8 | -200.0 | -| Enet=+200 | +200 | +12.6 | +200.0 | - -## Documentation - -EMS Application Guide will be updated to describe the new actuator, including: -- Usage with IDF EMS programs -- Usage with Python plugin API -- Usage with standalone Python API (Jupyter notebook example provided) - -## IDD Changes and Transition - -None required. The actuator is registered programmatically via `SetupEMSActuator`. - -## Example Files - -- `testfiles/1ZoneCondFD_Enet_Test.idf` — baseline CondFD test -- `testfiles/1ZoneCondFD_Enet_EMS.idf` — EMS actuator with Enet=-200 -- `scripts/CondFD_Enet_Override.ipynb` — Jupyter notebook for interactive use with any IDF/EPW diff --git a/design/FY2026/NFP_SkyLW_Actuator.md b/design/FY2026/NFP_SkyLW_Actuator.md new file mode 100644 index 00000000000..5c06e4438c3 --- /dev/null +++ b/design/FY2026/NFP_SkyLW_Actuator.md @@ -0,0 +1,189 @@ +# EMS Actuator for CondFD Exterior Sky Longwave Radiation Override + +**Brian Ball, NatLabRockies** + +- March 2026 - Initial Draft + +## Overview + +Building energy simulation researchers coupling EnergyPlus with external radiation solvers (COMSOL, RadTherm, custom view factor codes) need to override the linearized sky longwave radiation calculation in the Conduction Finite Difference (CondFD) heat balance. Currently, EnergyPlus computes sky longwave (LW) radiation as `hsky*(Tsky - Tsurf)` using a linearized h-coefficient approach. This is adequate for standard simulations but insufficient when: + +- Users have measured net sky radiation data (pyrgeometer) +- External tools compute view-factor-accurate LW exchange with complex sky models +- Research requires decoupling the sky radiation model from the EnergyPlus surface solver + +## Background + +### Longwave Radiation at a Building Surface + +Every building surface exchanges thermal (longwave/infrared) radiation with its surroundings: the sky, the ground, and neighboring surfaces. For a roof, the dominant exchange is with the sky. Because the sky is much colder than the surface, this exchange is a net heat *loss* — the surface radiates more energy toward the sky than it receives back. This is why roofs cool well below air temperature on clear nights. + +The fundamental radiation exchange between a surface and the sky is governed by the Stefan-Boltzmann law: + +``` +Q_sky = ε · σ · F_sky · (Tsky⁴ − Tsurf⁴) +``` + +where: +- `ε` = surface emissivity (0–1, typically ~0.9 for building materials) +- `σ` = Stefan-Boltzmann constant (5.67 × 10⁻⁸ W/m²·K⁴) +- `F_sky` = view factor to sky (fraction of the hemisphere "seen" by the surface that is sky vs. ground/surroundings; ≈1.0 for a flat roof, ≈0.5 for a vertical wall) +- `Tsky` = effective sky temperature [K] +- `Tsurf` = exterior surface temperature [K] + +### EnergyPlus Linearization + +The `T⁴` nonlinearity makes direct solution expensive. EnergyPlus linearizes this into a convection-like form: + +``` +Q_sky ≈ hsky · (Tsky − Tsurf) +``` + +where `hsky` is a *linearized radiative heat transfer coefficient* (W/m²·K) that absorbs the emissivity, Stefan-Boltzmann constant, view factor, and a temperature-dependent scaling factor. This linearization is recomputed each timestep and is accurate for small temperature differences, but it is an approximation. + +### Why Override? + +The linearized approach cannot easily incorporate: +- **Measured data** — pyrgeometer readings give a direct net flux, not an h-coefficient +- **External solver results** — tools like COMSOL or RadTherm compute the full nonlinear `T⁴` exchange with detailed geometry and atmospheric models, producing a net flux value +- **Custom sky models** — researchers developing improved sky radiation correlations need to inject their own flux values + +This actuator lets users bypass the linearization entirely by supplying their own net sky LW flux value, called **Enet** (defined below). + +### Definition of Enet + +**Enet** is the user-specified net sky longwave radiation heat flux at the exterior surface, in W/m². It replaces the linearized `hsky·(Tsky − Tsurf)` term in the CondFD exterior heat balance equation. + +Enet is not computed by EnergyPlus — it is an *input* supplied by the user via the EMS (Energy Management System) actuator, from any source: measured data, an external solver, or a custom model. + +### Key Terminology + +| Term | Meaning | +|------|---------| +| **CondFD** | Conduction Finite Difference — an EnergyPlus algorithm that solves 1-D transient heat conduction through walls/roofs by discretizing layers into nodes. Alternative to the default Conduction Transfer Function (CTF) method. | +| **EMS** | Energy Management System — EnergyPlus's runtime scripting system that lets users read sensor values and override ("actuate") simulation variables during a run, via IDF programs or the Python API. | +| **CTF** | Conduction Transfer Function — EnergyPlus's default wall conduction algorithm. Uses pre-computed transfer functions; faster but less flexible than CondFD. Not affected by this proposal. | +| **EMPD** | Effective Moisture Penetration Depth — a moisture-aware conduction algorithm. Not affected by this proposal. | +| **Linearized h-coefficient** | A technique that rewrites the nonlinear `σ·T⁴` radiation exchange as `h·ΔT`, where `h` is updated each timestep. Converts a radiation problem into a form that looks like convection, enabling a simple implicit solve. | +| **View factor (F)** | The fraction of a surface's hemispherical "field of view" occupied by another surface or the sky. A flat roof sees almost all sky (F_sky ≈ 1); a vertical wall sees half sky, half ground (F_sky ≈ 0.5). | + +## Justification + +The CondFD algorithm already supports EMS actuators for material conductivity, specific heat, and internal heat flux (added FY2021-2022). This proposal extends that pattern to the exterior sky radiation boundary condition — the last remaining piece needed for full external coupling of the CondFD exterior heat balance. + +## Implementation + +Add an EMS actuator `"CondFD Surface" / "Sky Longwave Radiation Override"` (W/m2) that replaces the `hsky*(Tsky - Tsurf)` term in the CondFD exterior boundary equation (`ExteriorBCEqns` in `HeatBalFiniteDiffManager.cc`). When not actuated, existing behavior is unchanged. + +### Sign Convention + +Positive = heat INTO the surface (consistent with all existing EnergyPlus reporting): +- `Enet > 0` — net sky LW heats the surface (uncommon but physically real; occurs when heavy cloud cover or a warm air mass causes the atmosphere to radiate more LW toward the surface than the surface emits upward — see references below) +- `Enet < 0` — net sky LW cools the surface (typical for buildings; surfaces radiate more energy toward the cold sky than they receive back, especially on clear nights) +- `Enet = 0` — no sky LW exchange (surface and sky in thermal equilibrium, or sky LW intentionally disabled for research) + +#### Physical Basis for Sign Convention + +Net longwave radiation at a surface equals downwelling LW (from sky/clouds) minus upwelling LW (emitted by the surface). Whether the net value is positive or negative depends on the temperature of the atmosphere relative to the surface. For most building surfaces in temperate climates, the sky is colder than the surface, so the net is negative (cooling). However, under heavy overcast with warm, low cloud bases — or when a warm air mass advects over a radiatively cooled surface — downwelling LW can exceed upwelling, producing a positive (heating) net flux. This is well-documented in Arctic and snow-surface research and has been directly measured with pyrgeometers. + +**References:** +1. Viúdez-Mora, A., Costa-Surós, M., Calbó, J., & González, J.A. (2015). "Modeling atmospheric longwave radiation at the surface during overcast skies: The role of cloud base height." *J. Geophys. Res. Atmospheres*, DOI: [10.1002/2014JD022310](https://agupubs.onlinelibrary.wiley.com/doi/full/10.1002/2014JD022310) — Shows cloud base height governs downwelling LW magnitude under overcast skies. +2. Park, M.-S., et al. (2018). "The observed relationship of cloud to surface longwave radiation and air temperature at Ny-Ålesund, Svalbard." *Tellus B*, DOI: [10.1080/16000889.2018.1450589](https://www.tandfonline.com/doi/full/10.1080/16000889.2018.1450589) — Documents warm air mass advection driving increased downwelling LW and surface warming at an Arctic station. +3. Bertrand, L., Kay, J.E., & de Boer, G. (2025). "Increasing wintertime cloud opacity increases surface longwave radiation at a long-term Arctic observatory." *Nature Communications*, 16. [Link](https://www.nature.com/articles/s41467-025-64441-8) — Two decades of measurements showing increasing cloud opacity drives increasing net surface LW radiation. +4. Ritter, M.E. "The Radiation Balance." *The Physical Environment*, Geosciences LibreTexts. [Link](https://geo.libretexts.org/Bookshelves/Geography_(Physical)/The_Physical_Environment_(Ritter)/04:_Energy_and_Radiation/4.03:_Radiation_and_Energy_Balance_of_the_Earth_System/4.3.01:_The_Radiation_Balance) — States: "If the air is warmer than the ground a positive value exists. This could occur with heavy cloud cover...or if a warm air mass travels over a colder surface." +5. U.S. Army Corps of Engineers. "Longwave Radiation." *HEC-HMS Technical Reference Manual*. [Link](https://www.hec.usace.army.mil/confluence/hmsdocs/hmsum/4.8/meteorology-description/longwave-radiation) — Confirms: "Whether the atmosphere and clouds are a net source of longwave radiation to the land surface depends on their temperature relative to the land surface temperature." + +### Scope + +- CondFD algorithm only (CTF/EMPD not affected) +- Replaces only the sky component; ground, surrounding surface, and air LW terms unchanged +- All 4 solver paths patched: R-layer, Crank-Nicolson, fully implicit, movable insulation +- Reporting (QNetSurfFromOutside, SurfQdotRadOutRepPerArea) updated consistently + +### Actuator Details + +| Field | Value | +|-------|-------| +| Component Type | `CondFD Surface` | +| Unique ID | Surface name (e.g., `Zn001:Roof001`) | +| Control Type | `Sky Longwave Radiation Override` | +| Units | `[W/m2]` | + +One actuator per exterior CondFD surface, controllable via IDF EMS programs or Python API. + +### New Output Variable + +`CondFD EMS Sky Longwave Radiation Override Heat Flux [W/m2]` — reports the actuated value (0.0 when not actuated). + +### Files Modified + +| File | Change | +|------|--------| +| `HeatBalFiniteDiffManager.hh` | Add `enetActuator` field to `SurfaceDataFD` | +| `HeatBalFiniteDiffManager.cc` | Actuator registration + 6 solver location overrides | + +### Physics + +The CondFD exterior heat balance solves for the outside surface node temperature `T_o` implicitly. The standard linearized form (simplified, showing only the key terms) is: + +``` + QSolarAbs + hconv·T_air + hsky·Tsky + hgnd·Tgnd + hcond·T_i +T_o = ───────────────────────────────────────────────────────────── + hconv + hsky + hgnd + hcond +``` + +where: +- `hconv` = convective heat transfer coefficient, `T_air` = outdoor air temperature +- `hsky` = linearized sky radiative coefficient, `Tsky` = effective sky temperature +- `hgnd` = linearized ground radiative coefficient, `Tgnd` = ground temperature +- `hcond` = conduction coupling to the next interior node, `T_i` = next node temperature +- `QSolarAbs` = absorbed solar radiation (a fixed flux, not temperature-dependent) + +The `hsky·Tsky` term in the numerator and `hsky` in the denominator together represent the sky LW contribution in this implicit formulation. + +**When Enet is actuated**, the sky terms are replaced: + +``` + QSolarAbs + hconv·T_air + Enet + hgnd·Tgnd + hcond·T_i +T_o = ───────────────────────────────────────────────────────── + hconv + hgnd + hcond +``` + +- **Numerator:** `hsky · Tsky` is replaced by `Enet` (a fixed flux, like solar) +- **Denominator:** `hsky` is removed entirely + +This works because Enet is a *fixed flux* — it does not depend on the surface temperature being solved for. Just like absorbed solar radiation, it contributes a known quantity of heat and does not need to appear in the denominator. The linearized `hsky` term, by contrast, is temperature-dependent (it multiplies a temperature difference), which is why it appears in both numerator and denominator. + +This substitution is applied consistently across all 6 code locations in `ExteriorBCEqns`: the R-layer solver, Crank-Nicolson solver, fully implicit solver, movable insulation path, net flux calculation, and LW reporting. + +## Testing + +- Unit test: `HeatBalFiniteDiffManager_EnetActuatorOverride` — exercises ExteriorBCEqns with actuator OFF, Enet=0, Enet=-200, Enet=+200; verifies correct temperature ordering +- Integration tests: `1ZoneCondFD_Enet_Test.idf` (baseline) and `1ZoneCondFD_Enet_EMS.idf` (EMS with Enet=-200) +- Validated against Phase 2 hardcoded results (roof temps match within 0.1C) + +### Phase 2 Validation Results + +| Run | Enet (W/m2) | Roof Temp (C) | LW Report (W/m2) | +|-----|-------------|---------------|-------------------| +| Baseline | n/a | -23.8 | -32.0 | +| Enet=0 | 0 | -16.0 | 0.0 | +| Enet=-200 | -200 | -55.8 | -200.0 | +| Enet=+200 | +200 | +12.6 | +200.0 | + +## Documentation + +EMS Application Guide will be updated to describe the new actuator, including: +- Usage with IDF EMS programs +- Usage with Python plugin API +- Usage with standalone Python API (Jupyter notebook example provided) + +## IDD Changes and Transition + +None required. The actuator is registered programmatically via `SetupEMSActuator`. + +## Example Files + +- `testfiles/1ZoneCondFD_Enet_Test.idf` — baseline CondFD test +- `testfiles/1ZoneCondFD_Enet_EMS.idf` — EMS actuator with Enet=-200 +- `scripts/CondFD_Enet_Override.ipynb` — Jupyter notebook for interactive use with any IDF/EPW From 9917c80e6c2932ee9e7941c6e83043ee4ed4382e Mon Sep 17 00:00:00 2001 From: brianlball Date: Wed, 18 Mar 2026 12:09:55 -0500 Subject: [PATCH 08/16] Add docs and CN unit test for CondFD sky LW actuator - I/O ref: document Sky Longwave Radiation Override output - EMS guide: document CondFD Surface actuator and output variable - Register PythonPluginCondFD_Enet integration test - Add CrankNicolson scheme unit test for Enet actuator override --- .../group-surface-construction-elements.tex | 4 + .../ems-application-guide.rst | 23 ++ testfiles/CMakeLists.txt | 1 + .../unit/HeatBalFiniteDiffManager.unit.cc | 248 ++++++++++++++++++ 4 files changed, 276 insertions(+) diff --git a/doc/input-output-reference/src/overview/group-surface-construction-elements.tex b/doc/input-output-reference/src/overview/group-surface-construction-elements.tex index 118cdd0bcec..710ffd7fcaf 100644 --- a/doc/input-output-reference/src/overview/group-surface-construction-elements.tex +++ b/doc/input-output-reference/src/overview/group-surface-construction-elements.tex @@ -4071,6 +4071,10 @@ \subsubsection{Outputs}\label{outputs-36-1} This output is the heat energy added after material layer N from the EMS heat flux actuator (Component type: ``CondFD Surface Material Layer''; Control type: ``Heat Flux''). Energy is aggregated on the electricity meter and is only valid for the CondFD solution algorithm. +\paragraph{CondFD EMS Sky Longwave Radiation Override Heat Flux} + +This output is the user-specified net sky longwave radiation heat flux applied to the exterior surface via the EMS actuator (Component type: ``CondFD Surface''; Control type: ``Sky Longwave Radiation Override''). Reports 0.0 when not actuated. Only valid for exterior CondFD surfaces. + \subsection{Construction:AirBoundary}\label{constructionairboundary} Construction:AirBoundary indicates an open boundary between two zones. It may be used for base surfaces and fenestration surfaces. diff --git a/doc/readthedocs/sphinx/ems-application-guide/ems-application-guide.rst b/doc/readthedocs/sphinx/ems-application-guide/ems-application-guide.rst index dcd61152bd3..d1c13b37788 100644 --- a/doc/readthedocs/sphinx/ems-application-guide/ems-application-guide.rst +++ b/doc/readthedocs/sphinx/ems-application-guide/ems-application-guide.rst @@ -2517,6 +2517,20 @@ described below. used to add energy (i.e. positive numbers only), and the energy used is added to the electric heating sub-meter. +A separate actuator, called “CondFD Surface,” is available for exterior +surfaces that use the Conduction Finite Difference solution algorithm. +Unlike the material-layer actuators above, this actuator operates on the +surface as a whole and is identified by the surface name alone (not +SurfName:MatName). + +- “Sky Longwave Radiation Override”. Has units of [W/m2]. Replaces + the default sky longwave radiation term (h_sky * (T_sky - T_surf)) + in the exterior face heat balance with a user-specified net heat + flux. Positive values indicate net radiation into the surface; + negative values indicate net radiation leaving the surface (cooling). + Only applies to exterior CondFD surfaces. The actuated component + unique name is the surface name (e.g. “ZN001:ROOF001”). + Conduction Finite Difference Outputs ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ @@ -2548,6 +2562,15 @@ CondFD EMS Heat Source Energy After Layer N This output reports the heat energy added after material layer N +- Zone,Average,CondFD EMS Sky Longwave Radiation Override Heat Flux [W/m2] + +CondFD EMS Sky Longwave Radiation Override Heat Flux +'''''''''''''''''''''''''''''''''''''''''''''''''''' + +This output reports the user-specified net sky longwave radiation heat +flux applied to the exterior surface via the EMS actuator. Reports 0.0 +when not actuated. + Air Movement ------------ diff --git a/testfiles/CMakeLists.txt b/testfiles/CMakeLists.txt index 9a8391da044..42715b11f94 100644 --- a/testfiles/CMakeLists.txt +++ b/testfiles/CMakeLists.txt @@ -495,6 +495,7 @@ if (LINK_WITH_PYTHON) add_simulation_test(IDF_FILE PythonPlugin_SingleFamilyHouse_TwoSpeed_MultiStageElectricSuppCoil.idf EPW_FILE USA_IL_Chicago-OHare.Intl.AP.725300_TMY3.epw) add_simulation_test(IDF_FILE PythonPlugin1ZoneUncontrolledCondFD.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw) add_simulation_test(IDF_FILE PythonPlugin1ZoneUncontrolledTrackHistory.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw) + add_simulation_test(IDF_FILE PythonPluginCondFD_Enet.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw DESIGN_DAY_ONLY) add_simulation_test(IDF_FILE PythonPluginAirflowNetworkOpeningControlByHumidity.idf EPW_FILE USA_IL_Chicago-OHare.Intl.AP.725300_TMY3.epw) add_simulation_test(IDF_FILE PythonPluginConstantVolumePurchasedAir.idf EPW_FILE USA_IL_Chicago-OHare.Intl.AP.725300_TMY3.epw) add_simulation_test(IDF_FILE PythonPluginCurveOverride_PackagedTerminalHeatPump.idf EPW_FILE USA_FL_Miami.Intl.AP.722020_TMY3.epw) diff --git a/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc b/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc index c36e73e878e..37bea4ed20c 100644 --- a/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc +++ b/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc @@ -1193,4 +1193,252 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) EXPECT_NEAR(state->dataHeatBalSurf->SurfOpaqOutFaceCondFlux(1), CondFlux_baseline, 1e-10); } +TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride_CrankNicolson) +{ + // Same as EnetActuatorOverride but with CrankNicholsonSecondOrder scheme. + // Verifies the CN code path produces the same temperature ordering. + + int constexpr SurfNum = 1; + int constexpr TotNodes = 3; + int constexpr TotLayers = 1; + + // Allocate surfaces + state->dataSurface->TotSurfaces = 1; + state->dataSurface->Surface.allocate(1); + auto &surf = state->dataSurface->Surface(SurfNum); + surf.Name = "ZN001:ROOF001"; + surf.HeatTransSurf = true; + surf.HeatTransferAlgorithm = DataSurfaces::HeatTransferModel::CondFD; + surf.ExtBoundCond = DataSurfaces::ExternalEnvironment; + surf.Construction = 1; + surf.Area = 10.0; + surf.Class = DataSurfaces::SurfaceClass::Roof; + + // Construct with one concrete layer + state->dataHeatBal->TotConstructs = 1; + state->dataConstruction->Construct.allocate(1); + auto &constr = state->dataConstruction->Construct(1); + constr.TotLayers = TotLayers; + constr.LayerPoint.allocate(TotLayers); + constr.LayerPoint(1) = 1; + + // Material: HW concrete + auto *mat = new Material::MaterialBase; + mat->Name = "C5 - 4 IN HW CONCRETE"; + mat->group = Material::Group::Regular; + mat->Roughness = Material::SurfaceRoughness::MediumRough; + mat->Thickness = 0.1016; + mat->Conductivity = 1.311; + mat->Density = 2240.0; + mat->SpecHeat = 836.8; + mat->AbsorpThermal = 0.9; + mat->AbsorpSolar = 0.85; + mat->AbsorpVisible = 0.85; + mat->ROnly = false; + mat->hasPCM = false; + state->dataMaterial->materials.push_back(mat); + mat->Num = state->dataMaterial->materials.isize(); + + // CondFD data — CrankNicholsonSecondOrder + auto &s_hbfd = state->dataHeatBalFiniteDiffMgr; + s_hbfd->CondFDSchemeType = CondFDScheme::CrankNicholsonSecondOrder; + + // ConstructFD + s_hbfd->ConstructFD.allocate(1); + s_hbfd->ConstructFD(1).TotNodes = TotNodes; + s_hbfd->ConstructFD(1).DelX.allocate(TotLayers); + s_hbfd->ConstructFD(1).DelX(1) = 0.0254; + s_hbfd->ConstructFD(1).NodeNumPoint.allocate(TotLayers); + s_hbfd->ConstructFD(1).NodeNumPoint(1) = TotNodes; + + // MaterialFD + s_hbfd->MaterialFD.allocate(1); + s_hbfd->MaterialFD(1).tk1 = 0.0; + s_hbfd->MaterialFD(1).numTempEnth = 0; + s_hbfd->MaterialFD(1).numTempCond = 0; + s_hbfd->MaterialFD(1).TempCond.allocate(2, 3); + s_hbfd->MaterialFD(1).TempCond = -1.0; + s_hbfd->MaterialFD(1).TempEnth.allocate(2, 3); + s_hbfd->MaterialFD(1).TempEnth = -1.0; + + // SurfaceFD + s_hbfd->SurfaceFD.allocate(1); + auto &surfFD = s_hbfd->SurfaceFD(SurfNum); + int const numNodes = TotNodes + 1; + surfFD.T.allocate(numNodes); + surfFD.TOld.allocate(numNodes); + surfFD.TT.allocate(numNodes); + surfFD.Rhov.allocate(numNodes); + surfFD.RhovOld.allocate(numNodes); + surfFD.RhoT.allocate(numNodes); + surfFD.TD.allocate(numNodes); + surfFD.TDT.allocate(numNodes); + surfFD.TDTLast.allocate(numNodes); + surfFD.TDOld.allocate(numNodes); + surfFD.TDreport.allocate(numNodes); + surfFD.RH.allocate(numNodes); + surfFD.RHreport.allocate(numNodes); + surfFD.EnthOld.allocate(numNodes); + surfFD.EnthNew.allocate(numNodes); + surfFD.EnthLast.allocate(numNodes); + surfFD.QDreport.allocate(numNodes); + surfFD.CpDelXRhoS1.allocate(numNodes); + surfFD.CpDelXRhoS2.allocate(numNodes); + surfFD.TDpriortimestep.allocate(numNodes); + surfFD.PhaseChangeState.allocate(numNodes); + surfFD.PhaseChangeStateOld.allocate(numNodes); + surfFD.PhaseChangeStateOldOld.allocate(numNodes); + surfFD.PhaseChangeStateRep.allocate(numNodes); + surfFD.PhaseChangeStateOldRep.allocate(numNodes); + surfFD.PhaseChangeStateOldOldRep.allocate(numNodes); + surfFD.PhaseChangeTemperatureReverse.allocate(numNodes); + surfFD.condMaterialActuators.allocate(TotLayers); + surfFD.specHeatMaterialActuators.allocate(TotLayers); + surfFD.condNodeReport.allocate(numNodes); + surfFD.specHeatNodeReport.allocate(numNodes); + surfFD.heatSourceFluxMaterialActuators.allocate(1); + surfFD.heatSourceInternalFluxLayerReport.allocate(1); + surfFD.heatSourceInternalFluxEnergyLayerReport.allocate(1); + surfFD.heatSourceEMSFluxLayerReport.allocate(1); + surfFD.heatSourceEMSFluxEnergyLayerReport.allocate(1); + + // Initialize arrays + surfFD.T = 20.0; + surfFD.TOld = 20.0; + surfFD.TT = 20.0; + surfFD.Rhov = 0.0; + surfFD.RhovOld = 0.0; + surfFD.RhoT = 0.0; + surfFD.TD = 20.0; + surfFD.TDT = 20.0; + surfFD.TDTLast = 20.0; + surfFD.TDOld = 20.0; + surfFD.TDreport = 20.0; + surfFD.RH = 0.0; + surfFD.RHreport = 0.0; + surfFD.EnthOld = 100.0; + surfFD.EnthNew = 100.0; + surfFD.EnthLast = 100.0; + surfFD.QDreport = 0.0; + surfFD.CpDelXRhoS1 = 0.0; + surfFD.CpDelXRhoS2 = 0.0; + surfFD.TDpriortimestep = 20.0; + surfFD.PhaseChangeState = Material::Phase::Transition; + surfFD.PhaseChangeStateOld = Material::Phase::Transition; + surfFD.PhaseChangeStateOldOld = Material::Phase::Transition; + surfFD.PhaseChangeTemperatureReverse = 50.0; + surfFD.condNodeReport = 0.0; + surfFD.specHeatNodeReport = 0.0; + + // Allocate heat balance surface arrays + state->dataHeatBalSurf->SurfOpaqInsFaceCondFlux.allocate(1); + state->dataHeatBalSurf->SurfOpaqOutFaceCondFlux.allocate(1); + state->dataHeatBalSurf->SurfQdotRadOutRepPerArea.allocate(1); + state->dataHeatBalSurf->SurfQdotRadOutRep.allocate(1); + state->dataHeatBalSurf->SurfQRadOutReport.allocate(1); + state->dataHeatBalSurf->SurfOpaqQRadSWOutAbs.allocate(1); + state->dataHeatBalSurf->SurfQRadSWOutMvIns.allocate(1); + state->dataHeatBalSurf->SurfOpaqInsFaceCondFlux(1) = 0.0; + state->dataHeatBalSurf->SurfOpaqOutFaceCondFlux(1) = 0.0; + state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1) = 0.0; + state->dataHeatBalSurf->SurfQdotRadOutRep(1) = 0.0; + state->dataHeatBalSurf->SurfQRadOutReport(1) = 0.0; + state->dataHeatBalSurf->SurfOpaqQRadSWOutAbs(1) = 0.0; + state->dataHeatBalSurf->SurfQRadSWOutMvIns(1) = 0.0; + + // Allocate moisture balance arrays + state->dataMstBal->TempOutsideAirFD.allocate(1); + state->dataMstBal->RhoVaporAirOut.allocate(1); + state->dataMstBal->HConvExtFD.allocate(1); + state->dataMstBal->HSkyFD.allocate(1); + state->dataMstBal->HGrndFD.allocate(1); + state->dataMstBal->HAirFD.allocate(1); + state->dataMstBal->HSurrFD.allocate(1); + + // Set exterior boundary conditions + Real64 const Toa = 10.0; + Real64 const Tsky = -20.0; + state->dataMstBal->TempOutsideAirFD(1) = Toa; + state->dataMstBal->RhoVaporAirOut(1) = 0.005; + state->dataMstBal->HConvExtFD(1) = 10.0; + state->dataMstBal->HSkyFD(1) = 5.0; + state->dataMstBal->HGrndFD(1) = 3.0; + state->dataMstBal->HAirFD(1) = 1.0; + state->dataMstBal->HSurrFD(1) = 0.0; + + state->dataEnvrn->SkyTemp = Tsky; + state->dataEnvrn->IsRain = false; + state->dataGlobal->TimeStepZoneSec = 600.0; + + surf.UseSurfPropertyGndSurfTemp = false; + surf.SurfHasSurroundingSurfProperty = false; + + s_hbfd->QHeatOutFlux.allocate(1); + s_hbfd->QHeatOutFlux(1) = 0.0; + + int const Delt = 600; + int const nodeIdx = 1; + int const Lay = 1; + Real64 const HMovInsul = 0.0; + + int const numNodesArr = numNodes; + Array1D T_arr(numNodesArr, 20.0); + Array1D TT_arr(numNodesArr, 20.0); + Array1D Rhov_arr(numNodesArr, 0.0); + Array1D RhoT_arr(numNodesArr, 0.0); + Array1D RH_arr(numNodesArr, 0.0); + Array1D TD_arr(numNodesArr, 20.0); + Array1D TDT_arr(numNodesArr, 20.0); + Array1D EnthOld_arr(numNodesArr, 100.0); + Array1D EnthNew_arr(numNodesArr, 100.0); + + // --- Sub-case 1: Actuator OFF (baseline) --- + surfFD.enetActuator.isActuated = false; + surfFD.enetActuator.actuatedValue = 0.0; + TDT_arr = 20.0; + + ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, + TotNodes, HMovInsul); + + Real64 const TDT_baseline = TDT_arr(nodeIdx); + Real64 const QRad_baseline = state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1); + + EXPECT_LT(QRad_baseline, 0.0); + + // --- Sub-case 2: Actuator ON, Enet=0 --- + surfFD.enetActuator.isActuated = true; + surfFD.enetActuator.actuatedValue = 0.0; + TDT_arr = 20.0; + + ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, + TotNodes, HMovInsul); + + Real64 const TDT_enet0 = TDT_arr(nodeIdx); + + // --- Sub-case 3: Actuator ON, Enet=-200 --- + surfFD.enetActuator.isActuated = true; + surfFD.enetActuator.actuatedValue = -200.0; + TDT_arr = 20.0; + + ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, + TotNodes, HMovInsul); + + Real64 const TDT_enetNeg200 = TDT_arr(nodeIdx); + + // --- Sub-case 4: Actuator ON, Enet=+200 --- + surfFD.enetActuator.isActuated = true; + surfFD.enetActuator.actuatedValue = 200.0; + TDT_arr = 20.0; + + ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, + TotNodes, HMovInsul); + + Real64 const TDT_enetPos200 = TDT_arr(nodeIdx); + + // Same ordering: Enet=-200 < baseline < Enet=0 < Enet=+200 + EXPECT_LT(TDT_enetNeg200, TDT_baseline); + EXPECT_LT(TDT_baseline, TDT_enet0); + EXPECT_LT(TDT_enet0, TDT_enetPos200); +} + } // namespace EnergyPlus From 4f30e9a9bb040c0775e4f0c0ce9ebadbaae03316 Mon Sep 17 00:00:00 2001 From: brianlball Date: Wed, 18 Mar 2026 14:51:50 -0500 Subject: [PATCH 09/16] add test idf file --- testfiles/PythonPluginCondFD_Enet.idf | 367 ++++++++++++++++++++++++++ 1 file changed, 367 insertions(+) create mode 100644 testfiles/PythonPluginCondFD_Enet.idf diff --git a/testfiles/PythonPluginCondFD_Enet.idf b/testfiles/PythonPluginCondFD_Enet.idf new file mode 100644 index 00000000000..76ea8618f99 --- /dev/null +++ b/testfiles/PythonPluginCondFD_Enet.idf @@ -0,0 +1,367 @@ +!-Generator IDFEditor 1.34 +!-Option SortedOrder +! PythonPluginCondFD_Enet.idf +! Python plugin test for CondFD sky LW radiation override. +! Based on 1ZoneCondFD_Enet_Test.idf with PythonPlugin setting Enet = -200 W/m2. + + Version,26.1; + +!- =========== ALL OBJECTS IN CLASS: SIMULATIONCONTROL =========== + + SimulationControl, + No, !- Do Zone Sizing Calculation + No, !- Do System Sizing Calculation + No, !- Do Plant Sizing Calculation + Yes, !- Run Simulation for Sizing Periods + No, !- Run Simulation for Weather File Run Periods + No, !- Do HVAC Sizing Simulation for Sizing Periods + 1; !- Maximum Number of HVAC Sizing Simulation Passes + +!- =========== ALL OBJECTS IN CLASS: BUILDING =========== + + Building, + Enet LW Test Box, !- Name + 0, !- North Axis {deg} + Suburbs, !- Terrain + 0.04, !- Loads Convergence Tolerance Value {W} + 0.004, !- Temperature Convergence Tolerance Value {deltaC} + MinimalShadowing, !- Solar Distribution + 30, !- Maximum Number of Warmup Days + 6; !- Minimum Number of Warmup Days + +!- =========== ALL OBJECTS IN CLASS: ALGORITHMS =========== + + SurfaceConvectionAlgorithm:Inside,TARP; + + SurfaceConvectionAlgorithm:Outside,TARP; + + HeatBalanceAlgorithm,ConductionFiniteDifference; + + Timestep,20; + +!- =========== ALL OBJECTS IN CLASS: SITE:LOCATION =========== + + Site:Location, + Denver Centennial Golden N_CO_USA Design_Conditions, !- Name + 39.74, !- Latitude {deg} + -105.18, !- Longitude {deg} + -7.00, !- Time Zone {hr} + 1829.00; !- Elevation {m} + +!- =========== ALL OBJECTS IN CLASS: SIZINGPERIOD:DESIGNDAY =========== + + SizingPeriod:DesignDay, + Denver Centennial Golden Intl Arpt Ann Htg 99% Condns DB, !- Name + 12, !- Month + 21, !- Day of Month + WinterDesignDay, !- Day Type + -16, !- Maximum Dry-Bulb Temperature {C} + 0.0, !- Daily Dry-Bulb Temperature Range {deltaC} + , !- Dry-Bulb Temperature Range Modifier Type + , !- Dry-Bulb Temperature Range Modifier Day Schedule Name + Wetbulb, !- Humidity Condition Type + -16, !- Wetbulb or DewPoint at Maximum Dry-Bulb {C} + , !- Humidity Condition Day Schedule Name + , !- Humidity Ratio at Maximum Dry-Bulb {kgWater/kgDryAir} + , !- Enthalpy at Maximum Dry-Bulb {J/kg} + , !- Daily Wet-Bulb Temperature Range {deltaC} + 83411., !- Barometric Pressure {Pa} + 2.3, !- Wind Speed {m/s} + 180, !- Wind Direction {deg} + No, !- Rain Indicator + No, !- Snow Indicator + No, !- Daylight Saving Time Indicator + ASHRAEClearSky, !- Solar Model Indicator + , !- Beam Solar Day Schedule Name + , !- Diffuse Solar Day Schedule Name + , !- ASHRAE Clear Sky Optical Depth for Beam Irradiance (taub) {dimensionless} + , !- ASHRAE Clear Sky Optical Depth for Diffuse Irradiance (taud) {dimensionless} + 0.00; !- Sky Clearness + + SizingPeriod:DesignDay, + Denver Centennial Golden Intl Arpt Ann Clg 1% Condns DB=>MWB, !- Name + 7, !- Month + 21, !- Day of Month + SummerDesignDay, !- Day Type + 32.6, !- Maximum Dry-Bulb Temperature {C} + 15.2, !- Daily Dry-Bulb Temperature Range {deltaC} + , !- Dry-Bulb Temperature Range Modifier Type + , !- Dry-Bulb Temperature Range Modifier Day Schedule Name + Wetbulb, !- Humidity Condition Type + 15.6, !- Wetbulb or DewPoint at Maximum Dry-Bulb {C} + , !- Humidity Condition Day Schedule Name + , !- Humidity Ratio at Maximum Dry-Bulb {kgWater/kgDryAir} + , !- Enthalpy at Maximum Dry-Bulb {J/kg} + , !- Daily Wet-Bulb Temperature Range {deltaC} + 83411., !- Barometric Pressure {Pa} + 4, !- Wind Speed {m/s} + 120, !- Wind Direction {deg} + No, !- Rain Indicator + No, !- Snow Indicator + No, !- Daylight Saving Time Indicator + ASHRAEClearSky, !- Solar Model Indicator + , !- Beam Solar Day Schedule Name + , !- Diffuse Solar Day Schedule Name + , !- ASHRAE Clear Sky Optical Depth for Beam Irradiance (taub) {dimensionless} + , !- ASHRAE Clear Sky Optical Depth for Diffuse Irradiance (taud) {dimensionless} + 1.00; !- Sky Clearness + +!- =========== ALL OBJECTS IN CLASS: SITE:GROUNDTEMPERATURE:BUILDINGSURFACE =========== + + Site:GroundTemperature:BuildingSurface,18.89,18.92,19.02,19.12,19.21,19.23,19.07,19.32,19.09,19.21,19.13,18.96; + +!- =========== ALL OBJECTS IN CLASS: SCHEDULETYPELIMITS =========== + + ScheduleTypeLimits, + Fraction, !- Name + 0.0, !- Lower Limit Value + 1.0, !- Upper Limit Value + CONTINUOUS; !- Numeric Type + + ScheduleTypeLimits, + On/Off, !- Name + 0, !- Lower Limit Value + 1, !- Upper Limit Value + DISCRETE; !- Numeric Type + +!- =========== ALL OBJECTS IN CLASS: SCHEDULES =========== + + Schedule:Day:Hourly, + On, !- Name + On/Off, !- Schedule Type Limits Name + 1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1., + 1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.; + + Schedule:Week:Daily, + On Weeks, !- Name + On,On,On,On,On,On,On,On,On,On,On,On; + + Schedule:Year, + AlwaysOn, !- Name + On/Off, !- Schedule Type Limits Name + On Weeks, !- Schedule:Week Name 1 + 1, !- Start Month 1 + 1, !- Start Day 1 + 12, !- End Month 1 + 31; !- End Day 1 + +!- =========== ALL OBJECTS IN CLASS: MATERIAL =========== + + Material, + C5 - 4 IN HW CONCRETE, !- Name + MediumRough, !- Roughness + 0.1014984, !- Thickness {m} + 1.729577, !- Conductivity {W/m-K} + 2242.585, !- Density {kg/m3} + 836.8000, !- Specific Heat {J/kg-K} + 0.9000000, !- Thermal Absorptance + 0.6500000, !- Solar Absorptance + 0.6500000; !- Visible Absorptance + +!- =========== ALL OBJECTS IN CLASS: MATERIAL:NOMASS =========== + + Material:NoMass, + R13LAYER, !- Name + Rough, !- Roughness + 2.290965, !- Thermal Resistance {m2-K/W} + 0.9000000, !- Thermal Absorptance + 0.7500000, !- Solar Absorptance + 0.7500000; !- Visible Absorptance + +!- =========== ALL OBJECTS IN CLASS: CONSTRUCTION =========== + + Construction, + R13WALL, !- Name + R13LAYER; !- Outside Layer + + Construction, + FLOOR, !- Name + C5 - 4 IN HW CONCRETE; !- Outside Layer + + Construction, + ROOF_CONCRETE, !- Name + C5 - 4 IN HW CONCRETE; !- Outside Layer + +!- =========== ALL OBJECTS IN CLASS: GLOBALGEOMETRYRULES =========== + + GlobalGeometryRules, + UpperLeftCorner, !- Starting Vertex Position + CounterClockWise, !- Vertex Entry Direction + World; !- Coordinate System + +!- =========== ALL OBJECTS IN CLASS: ZONE =========== + + Zone, + ZONE ONE, !- Name + 0, !- Direction of Relative North {deg} + 0, !- X Origin {m} + 0, !- Y Origin {m} + 0, !- Z Origin {m} + 1, !- Type + 1, !- Multiplier + autocalculate, !- Ceiling Height {m} + autocalculate; !- Volume {m3} + +!- =========== ALL OBJECTS IN CLASS: BUILDINGSURFACE:DETAILED =========== + + BuildingSurface:Detailed, + Zn001:Wall001, !- Name + Wall, !- Surface Type + R13WALL, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Outdoors, !- Outside Boundary Condition + , !- Outside Boundary Condition Object + SunExposed, !- Sun Exposure + WindExposed, !- Wind Exposure + 0.5000000, !- View Factor to Ground + 4, !- Number of Vertices + 0,0,4.572000, !- X,Y,Z ==> Vertex 1 {m} + 0,0,0, !- X,Y,Z ==> Vertex 2 {m} + 15.24000,0,0, !- X,Y,Z ==> Vertex 3 {m} + 15.24000,0,4.572000; !- X,Y,Z ==> Vertex 4 {m} + + BuildingSurface:Detailed, + Zn001:Wall002, !- Name + Wall, !- Surface Type + R13WALL, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Outdoors, !- Outside Boundary Condition + , !- Outside Boundary Condition Object + SunExposed, !- Sun Exposure + WindExposed, !- Wind Exposure + 0.5000000, !- View Factor to Ground + 4, !- Number of Vertices + 15.24000,0,4.572000, !- X,Y,Z ==> Vertex 1 {m} + 15.24000,0,0, !- X,Y,Z ==> Vertex 2 {m} + 15.24000,15.24000,0, !- X,Y,Z ==> Vertex 3 {m} + 15.24000,15.24000,4.572000; !- X,Y,Z ==> Vertex 4 {m} + + BuildingSurface:Detailed, + Zn001:Wall003, !- Name + Wall, !- Surface Type + R13WALL, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Outdoors, !- Outside Boundary Condition + , !- Outside Boundary Condition Object + SunExposed, !- Sun Exposure + WindExposed, !- Wind Exposure + 0.5000000, !- View Factor to Ground + 4, !- Number of Vertices + 15.24000,15.24000,4.572000, !- X,Y,Z ==> Vertex 1 {m} + 15.24000,15.24000,0, !- X,Y,Z ==> Vertex 2 {m} + 0,15.24000,0, !- X,Y,Z ==> Vertex 3 {m} + 0,15.24000,4.572000; !- X,Y,Z ==> Vertex 4 {m} + + BuildingSurface:Detailed, + Zn001:Wall004, !- Name + Wall, !- Surface Type + R13WALL, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Outdoors, !- Outside Boundary Condition + , !- Outside Boundary Condition Object + SunExposed, !- Sun Exposure + WindExposed, !- Wind Exposure + 0.5000000, !- View Factor to Ground + 4, !- Number of Vertices + 0,15.24000,4.572000, !- X,Y,Z ==> Vertex 1 {m} + 0,15.24000,0, !- X,Y,Z ==> Vertex 2 {m} + 0,0,0, !- X,Y,Z ==> Vertex 3 {m} + 0,0,4.572000; !- X,Y,Z ==> Vertex 4 {m} + + BuildingSurface:Detailed, + Zn001:Flr001, !- Name + Floor, !- Surface Type + FLOOR, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Surface, !- Outside Boundary Condition + Zn001:Flr001, !- Outside Boundary Condition Object + NoSun, !- Sun Exposure + NoWind, !- Wind Exposure + 1.000000, !- View Factor to Ground + 4, !- Number of Vertices + 15.24000,0.000000,0.0, !- X,Y,Z ==> Vertex 1 {m} + 0.000000,0.000000,0.0, !- X,Y,Z ==> Vertex 2 {m} + 0.000000,15.24000,0.0, !- X,Y,Z ==> Vertex 3 {m} + 15.24000,15.24000,0.0; !- X,Y,Z ==> Vertex 4 {m} + + BuildingSurface:Detailed, + Zn001:Roof001, !- Name + Roof, !- Surface Type + ROOF_CONCRETE, !- Construction Name + ZONE ONE, !- Zone Name + , !- Space Name + Outdoors, !- Outside Boundary Condition + , !- Outside Boundary Condition Object + SunExposed, !- Sun Exposure + WindExposed, !- Wind Exposure + 0, !- View Factor to Ground + 4, !- Number of Vertices + 0.000000,15.24000,4.572, !- X,Y,Z ==> Vertex 1 {m} + 0.000000,0.000000,4.572, !- X,Y,Z ==> Vertex 2 {m} + 15.24000,0.000000,4.572, !- X,Y,Z ==> Vertex 3 {m} + 15.24000,15.24000,4.572; !- X,Y,Z ==> Vertex 4 {m} + +!- =========== ALL OBJECTS IN CLASS: EXTERIOR:LIGHTS =========== + + Exterior:Lights, + ExtLights, !- Name + AlwaysOn, !- Schedule Name + 5250, !- Design Level {W} + AstronomicalClock, !- Control Option + Grounds Lights; !- End-Use Subcategory + +!- =========== ALL OBJECTS IN CLASS: PYTHONPLUGIN =========== + + PythonPlugin:Instance, + EnetOverridePlugin, !- Name + Yes, !- Run During Warmup Days + PythonPluginCondFD_Enet, !- Python Module Name + EnetSkyOverride; !- Plugin Class Name + +!- =========== ALL OBJECTS IN CLASS: OUTPUT =========== + + Output:VariableDictionary,regular,Name; + + Output:Table:SummaryReports, + AllSummary; !- Report 1 Name + + OutputControl:Table:Style, + Comma; !- Column Separator (CSV for post-processing) + + Output:SQLite, + SimpleAndTabular; !- Option Type + + Output:Diagnostics, + DisplayAdvancedReportVariables; !- Key 1 + +! --- Environment --- + Output:Variable,*,Site Outdoor Air Drybulb Temperature,timestep; + Output:Variable,*,Site Sky Temperature,timestep; + +! --- Zone --- + Output:Variable,*,Zone Mean Air Temperature,timestep; + Output:Variable,*,Zone Mean Radiant Temperature,timestep; + +! --- Surface temperatures --- + Output:Variable,*,Surface Inside Face Temperature,timestep; + Output:Variable,*,Surface Outside Face Temperature,timestep; + +! --- Conduction through wall --- + Output:Variable,*,Surface Inside Face Conduction Heat Transfer Rate per Area,timestep; + Output:Variable,*,Surface Outside Face Conduction Heat Transfer Rate per Area,timestep; + +! --- LW radiation --- + Output:Variable,*,Surface Outside Face Net Thermal Radiation Heat Gain Rate per Area,timestep; + +! --- CondFD node temperatures --- + Output:Variable,*,CondFD Surface Temperature Node 1,timestep; + Output:Variable,*,CondFD Surface Temperature Node 2,timestep; + Output:Variable,*,CondFD Surface Temperature Node 3,timestep; + +! --- EMS Sky LW override output --- + Output:Variable,*,CondFD EMS Sky Longwave Radiation Override Heat Flux,timestep; From d017d56e6f65cb53333f5a6989850a08c2dd3001 Mon Sep 17 00:00:00 2001 From: brianlball Date: Wed, 18 Mar 2026 15:29:20 -0500 Subject: [PATCH 10/16] Fix const -> constexpr for literal-initialized locals in CondFD unit tests --- .../unit/HeatBalFiniteDiffManager.unit.cc | 24 +++++++++---------- 1 file changed, 12 insertions(+), 12 deletions(-) diff --git a/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc b/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc index 37bea4ed20c..f3e9ca9e322 100644 --- a/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc +++ b/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc @@ -1064,8 +1064,8 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) state->dataMstBal->HSurrFD.allocate(1); // Set exterior boundary conditions - Real64 const Toa = 10.0; // outdoor air temp, C - Real64 const Tsky = -20.0; // sky temp, C + constexpr Real64 Toa = 10.0; // outdoor air temp, C + constexpr Real64 Tsky = -20.0; // sky temp, C state->dataMstBal->TempOutsideAirFD(1) = Toa; state->dataMstBal->RhoVaporAirOut(1) = 0.005; state->dataMstBal->HConvExtFD(1) = 10.0; // convection coefficient @@ -1087,10 +1087,10 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) s_hbfd->QHeatOutFlux(1) = 0.0; // ExteriorBCEqns parameters - int const Delt = 600; - int const nodeIdx = 1; // outside face node - int const Lay = 1; // first layer - Real64 const HMovInsul = 0.0; + constexpr int Delt = 600; + constexpr int nodeIdx = 1; // outside face node + constexpr int Lay = 1; // first layer + constexpr Real64 HMovInsul = 0.0; // Create local arrays for function call Array1D T_arr(numNodes, 20.0); @@ -1356,8 +1356,8 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride_CrankNic state->dataMstBal->HSurrFD.allocate(1); // Set exterior boundary conditions - Real64 const Toa = 10.0; - Real64 const Tsky = -20.0; + constexpr Real64 Toa = 10.0; + constexpr Real64 Tsky = -20.0; state->dataMstBal->TempOutsideAirFD(1) = Toa; state->dataMstBal->RhoVaporAirOut(1) = 0.005; state->dataMstBal->HConvExtFD(1) = 10.0; @@ -1376,10 +1376,10 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride_CrankNic s_hbfd->QHeatOutFlux.allocate(1); s_hbfd->QHeatOutFlux(1) = 0.0; - int const Delt = 600; - int const nodeIdx = 1; - int const Lay = 1; - Real64 const HMovInsul = 0.0; + constexpr int Delt = 600; + constexpr int nodeIdx = 1; + constexpr int Lay = 1; + constexpr Real64 HMovInsul = 0.0; int const numNodesArr = numNodes; Array1D T_arr(numNodesArr, 20.0); From e9a9b4e37d0b9708b268c3f9214c1644b4e500c6 Mon Sep 17 00:00:00 2001 From: brianlball Date: Wed, 18 Mar 2026 16:40:17 -0500 Subject: [PATCH 11/16] Apply clang-format v19 to CondFD source and unit test --- src/EnergyPlus/HeatBalFiniteDiffManager.cc | 18 +- .../unit/HeatBalFiniteDiffManager.unit.cc | 166 +++++++++++++++--- 2 files changed, 154 insertions(+), 30 deletions(-) diff --git a/src/EnergyPlus/HeatBalFiniteDiffManager.cc b/src/EnergyPlus/HeatBalFiniteDiffManager.cc index 6b940bec8a7..a94bade0b80 100644 --- a/src/EnergyPlus/HeatBalFiniteDiffManager.cc +++ b/src/EnergyPlus/HeatBalFiniteDiffManager.cc @@ -1833,10 +1833,9 @@ namespace HeatBalFiniteDiffManager { Real64 const Cp_DelX2_RhoS(Cp * pow_2(DelX) * RhoS); Real64 const Two_Delt_kt(2.0 * Delt * kt); if (enetAct.isActuated) { - TDT_i = - (Two_Delt_DelX * (QRadSWOutFD + hgnd * Tgnd + (hconvo + hrad) * Toa + enetAct.actuatedValue + hsurr * Tsurr) + - Cp_DelX2_RhoS * TD_i + Two_Delt_kt * TDT_p) / - (Two_Delt_DelX * (hconvo + hgnd + hrad + hsurr) + Two_Delt_kt + Cp_DelX2_RhoS); + TDT_i = (Two_Delt_DelX * (QRadSWOutFD + hgnd * Tgnd + (hconvo + hrad) * Toa + enetAct.actuatedValue + hsurr * Tsurr) + + Cp_DelX2_RhoS * TD_i + Two_Delt_kt * TDT_p) / + (Two_Delt_DelX * (hconvo + hgnd + hrad + hsurr) + Two_Delt_kt + Cp_DelX2_RhoS); } else { TDT_i = (Two_Delt_DelX * (QRadSWOutFD + hgnd * Tgnd + (hconvo + hrad) * Toa + hsky * Tsky + hsurr * Tsurr) + Cp_DelX2_RhoS * TD_i + Two_Delt_kt * TDT_p) / @@ -1851,13 +1850,12 @@ namespace HeatBalFiniteDiffManager { Real64 TInsulOut; if (enetAct.isActuated) { - TInsulOut = - (QRadSWOutMvInsulFD + hgnd * Tgnd + HMovInsul * TDT_i + (hconvo + hrad) * Toa + enetAct.actuatedValue + hsurr * Tsurr) / - (hconvo + hgnd + HMovInsul + hrad + hsurr); + TInsulOut = (QRadSWOutMvInsulFD + hgnd * Tgnd + HMovInsul * TDT_i + (hconvo + hrad) * Toa + enetAct.actuatedValue + + hsurr * Tsurr) / + (hconvo + hgnd + HMovInsul + hrad + hsurr); } else { - TInsulOut = - (QRadSWOutMvInsulFD + hgnd * Tgnd + HMovInsul * TDT_i + (hconvo + hrad) * Toa + hsky * Tsky + hsurr * Tsurr) / - (hconvo + hgnd + HMovInsul + hrad + hsky + hsurr); + TInsulOut = (QRadSWOutMvInsulFD + hgnd * Tgnd + HMovInsul * TDT_i + (hconvo + hrad) * Toa + hsky * Tsky + hsurr * Tsurr) / + (hconvo + hgnd + HMovInsul + hrad + hsky + hsurr); } Real64 const Two_Delt_DelX(2.0 * Delt_DelX); Real64 const Cp_DelX2_RhoS(Cp * pow_2(DelX) * RhoS); diff --git a/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc b/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc index f3e9ca9e322..54d5b2eac9e 100644 --- a/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc +++ b/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc @@ -1088,8 +1088,8 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) // ExteriorBCEqns parameters constexpr int Delt = 600; - constexpr int nodeIdx = 1; // outside face node - constexpr int Lay = 1; // first layer + constexpr int nodeIdx = 1; // outside face node + constexpr int Lay = 1; // first layer constexpr Real64 HMovInsul = 0.0; // Create local arrays for function call @@ -1108,8 +1108,22 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) surfFD.enetActuator.actuatedValue = 0.0; TDT_arr = 20.0; // reset - ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, - TotNodes, HMovInsul); + ExteriorBCEqns(*state, + Delt, + nodeIdx, + Lay, + SurfNum, + T_arr, + TT_arr, + Rhov_arr, + RhoT_arr, + RH_arr, + TD_arr, + TDT_arr, + EnthOld_arr, + EnthNew_arr, + TotNodes, + HMovInsul); Real64 const TDT_baseline = TDT_arr(nodeIdx); Real64 const QRad_baseline = state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1); @@ -1123,8 +1137,22 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) surfFD.enetActuator.actuatedValue = 0.0; TDT_arr = 20.0; // reset - ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, - TotNodes, HMovInsul); + ExteriorBCEqns(*state, + Delt, + nodeIdx, + Lay, + SurfNum, + T_arr, + TT_arr, + Rhov_arr, + RhoT_arr, + RH_arr, + TD_arr, + TDT_arr, + EnthOld_arr, + EnthNew_arr, + TotNodes, + HMovInsul); Real64 const TDT_enet0 = TDT_arr(nodeIdx); Real64 const QRad_enet0 = state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1); @@ -1142,8 +1170,22 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) surfFD.enetActuator.actuatedValue = -200.0; TDT_arr = 20.0; // reset - ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, - TotNodes, HMovInsul); + ExteriorBCEqns(*state, + Delt, + nodeIdx, + Lay, + SurfNum, + T_arr, + TT_arr, + Rhov_arr, + RhoT_arr, + RH_arr, + TD_arr, + TDT_arr, + EnthOld_arr, + EnthNew_arr, + TotNodes, + HMovInsul); Real64 const TDT_enetNeg200 = TDT_arr(nodeIdx); Real64 const QRad_enetNeg200 = state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1); @@ -1157,8 +1199,22 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) surfFD.enetActuator.actuatedValue = 200.0; TDT_arr = 20.0; // reset - ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, - TotNodes, HMovInsul); + ExteriorBCEqns(*state, + Delt, + nodeIdx, + Lay, + SurfNum, + T_arr, + TT_arr, + Rhov_arr, + RhoT_arr, + RH_arr, + TD_arr, + TDT_arr, + EnthOld_arr, + EnthNew_arr, + TotNodes, + HMovInsul); Real64 const TDT_enetPos200 = TDT_arr(nodeIdx); Real64 const QRad_enetPos200 = state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1); @@ -1185,8 +1241,22 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) surfFD.enetActuator.actuatedValue = 0.0; TDT_arr = 20.0; // reset - ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, - TotNodes, HMovInsul); + ExteriorBCEqns(*state, + Delt, + nodeIdx, + Lay, + SurfNum, + T_arr, + TT_arr, + Rhov_arr, + RhoT_arr, + RH_arr, + TD_arr, + TDT_arr, + EnthOld_arr, + EnthNew_arr, + TotNodes, + HMovInsul); EXPECT_NEAR(TDT_arr(nodeIdx), TDT_baseline, 1e-10); EXPECT_NEAR(state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1), QRad_baseline, 1e-10); @@ -1397,8 +1467,22 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride_CrankNic surfFD.enetActuator.actuatedValue = 0.0; TDT_arr = 20.0; - ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, - TotNodes, HMovInsul); + ExteriorBCEqns(*state, + Delt, + nodeIdx, + Lay, + SurfNum, + T_arr, + TT_arr, + Rhov_arr, + RhoT_arr, + RH_arr, + TD_arr, + TDT_arr, + EnthOld_arr, + EnthNew_arr, + TotNodes, + HMovInsul); Real64 const TDT_baseline = TDT_arr(nodeIdx); Real64 const QRad_baseline = state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1); @@ -1410,8 +1494,22 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride_CrankNic surfFD.enetActuator.actuatedValue = 0.0; TDT_arr = 20.0; - ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, - TotNodes, HMovInsul); + ExteriorBCEqns(*state, + Delt, + nodeIdx, + Lay, + SurfNum, + T_arr, + TT_arr, + Rhov_arr, + RhoT_arr, + RH_arr, + TD_arr, + TDT_arr, + EnthOld_arr, + EnthNew_arr, + TotNodes, + HMovInsul); Real64 const TDT_enet0 = TDT_arr(nodeIdx); @@ -1420,8 +1518,22 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride_CrankNic surfFD.enetActuator.actuatedValue = -200.0; TDT_arr = 20.0; - ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, - TotNodes, HMovInsul); + ExteriorBCEqns(*state, + Delt, + nodeIdx, + Lay, + SurfNum, + T_arr, + TT_arr, + Rhov_arr, + RhoT_arr, + RH_arr, + TD_arr, + TDT_arr, + EnthOld_arr, + EnthNew_arr, + TotNodes, + HMovInsul); Real64 const TDT_enetNeg200 = TDT_arr(nodeIdx); @@ -1430,8 +1542,22 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride_CrankNic surfFD.enetActuator.actuatedValue = 200.0; TDT_arr = 20.0; - ExteriorBCEqns(*state, Delt, nodeIdx, Lay, SurfNum, T_arr, TT_arr, Rhov_arr, RhoT_arr, RH_arr, TD_arr, TDT_arr, EnthOld_arr, EnthNew_arr, - TotNodes, HMovInsul); + ExteriorBCEqns(*state, + Delt, + nodeIdx, + Lay, + SurfNum, + T_arr, + TT_arr, + Rhov_arr, + RhoT_arr, + RH_arr, + TD_arr, + TDT_arr, + EnthOld_arr, + EnthNew_arr, + TotNodes, + HMovInsul); Real64 const TDT_enetPos200 = TDT_arr(nodeIdx); From 02a82b28293303d7234f805e7547e67c7872b7b1 Mon Sep 17 00:00:00 2001 From: brianlball Date: Mon, 6 Apr 2026 10:03:04 -0500 Subject: [PATCH 12/16] NFP: add perf refactor note for SkyLW actuator; untrack notebook --- design/FY2026/NFP_SkyLW_Actuator.md | 51 + scripts/CondFD_Enet_Override.ipynb | 1534 --------------------------- 2 files changed, 51 insertions(+), 1534 deletions(-) delete mode 100644 scripts/CondFD_Enet_Override.ipynb diff --git a/design/FY2026/NFP_SkyLW_Actuator.md b/design/FY2026/NFP_SkyLW_Actuator.md index 5c06e4438c3..29f94db6b2e 100644 --- a/design/FY2026/NFP_SkyLW_Actuator.md +++ b/design/FY2026/NFP_SkyLW_Actuator.md @@ -187,3 +187,54 @@ None required. The actuator is registered programmatically via `SetupEMSActuator - `testfiles/1ZoneCondFD_Enet_Test.idf` — baseline CondFD test - `testfiles/1ZoneCondFD_Enet_EMS.idf` — EMS actuator with Enet=-200 - `scripts/CondFD_Enet_Override.ipynb` — Jupyter notebook for interactive use with any IDF/EPW + +## Possible Enhancements + +### Branch Hoist / Equation Unification in `ExteriorBCEqns` + +Pure refactor — no behavior change. + +**Problem.** `ExteriorBCEqns` in `src/EnergyPlus/HeatBalFiniteDiffManager.cc` contains 6 `if (enetAct.isActuated)` sites (R-layer, Crank-Nicolson 2nd-order, Fully-Implicit 1st-order, MovInsul `TInsulOut`, `QNetSurfFromOutside`, `SurfQdotRadOutRepPerArea`). Each duplicates the surrounding equation. Introduced in commit 2487d34a39. + +**Performance.** Not a real concern. +- `enetAct.isActuated` is a single bool, hoisted once per call via `auto const &enetAct = ...`. +- Called per exterior CondFD surface × outer-face node × CondFD sub-iter × HVAC timestep. High, not innermost. +- Branch predictor ~100% accurate: value is constant across all sub-iterations of a timestep. EMS can flip at most once per zone timestep, so at worst one mispredict (~10-20 cycles) amortized over thousands of calls. +- Both arms are straight-line arithmetic, in I-cache. Cost is in the noise vs. divides / `pow_2` / property lookups / reporting around them. +- Mid-run EMS toggling does not change this analysis — the bool is re-read every call. + +**Real cost: maintenance.** 4 duplicated equations + 2 duplicated report lines. Risk of silent drift if someone fixes the sky term in one arm but not the other. + +**Recommended refactor.** Hoist the branch once at the top of the `CondFD` block in `ExteriorBCEqns`, compute effective locals, then use unified equations: + +```cpp +Real64 const hsky_eff = enetAct.isActuated ? 0.0 : hsky; +Real64 const QskyTerm = enetAct.isActuated ? enetAct.actuatedValue : hsky * Tsky; +// Form used by QNet / report lines, which need (Tsky - TDT_i): +Real64 const QskyNetTerm = enetAct.isActuated ? enetAct.actuatedValue : hsky * (Tsky - TDT_i); +``` + +Then every site collapses. R-layer example: + +```cpp +TDT_i = (TDT_p + (QRadSWOutFD + hgnd*Tgnd + (hconvo+hrad)*Toa + QskyTerm + hsurr*Tsurr) * Rlayer) + / (1.0 + (hconvo + hgnd + hrad + hsky_eff + hsurr) * Rlayer); +``` + +Works identically for CN 2nd-order, FI 1st-order, `TInsulOut`. For `QNetSurfFromOutside` / `SurfQdotRadOutRepPerArea`, replace `hsky*(Tsky-TDT_i)` (resp. `hsky*(TDT_i-Tsky)`) with `QskyNetTerm` (resp. `-QskyNetTerm`). + +**Properties.** +- Bit-for-bit identical when not actuated (same operand order, same linearization). +- Correct under arbitrary mid-run EMS toggling — locals recomputed every call from current bool. +- Removes all 6 duplicated sites; 4 equations shrink to 1 form each. +- Same or slightly faster: compiler gets straight-line code; ternaries typically lower to `cmov`. + +**Rejected alternatives.** +- *Function-pointer / template dispatch per surface* — indirect call overhead, I-cache pressure, zero upside. +- *Partition surfaces into actuated / not-actuated lists at init* — over-engineered, and wrong if EMS can flip mid-run. +- *Always treat sky as a flux (drop `hsky` from denominator universally)* — changes the implicit linearization in the non-actuated path; likely worse convergence. Do not do. +- *Hoist the branch outside `ExteriorBCEqns` scope* — breaks mid-run toggling. + +**Open questions.** +- Extend same pattern to CTF / HAMT / Kiva, or CondFD-only? +- Land as part of the SkyLW actuator PR, or separate follow-up? diff --git a/scripts/CondFD_Enet_Override.ipynb b/scripts/CondFD_Enet_Override.ipynb deleted file mode 100644 index 7fdeb318af0..00000000000 --- a/scripts/CondFD_Enet_Override.ipynb +++ /dev/null @@ -1,1534 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# CondFD Sky Longwave Radiation Override\n", - "\n", - "Override the sky longwave radiation term (`hsky * (Tsky - Tsurf)`) on CondFD exterior surfaces\n", - "with a user-supplied net sky radiation flux (W/m²). Works with **any IDF/EPW pair**.\n", - "\n", - "### Sign convention\n", - "\n", - "| Enet value | Meaning |\n", - "|---|---|\n", - "| **Negative** (e.g. -200) | Surface loses heat to sky (typical nighttime cooling) |\n", - "| **Zero** | No sky LW exchange |\n", - "| **Positive** (e.g. +200) | Sky heats the surface (unusual but valid) |\n", - "\n", - "### Requirements\n", - "\n", - "- EnergyPlus build with Python API support\n", - "- IDF must use `HeatBalanceAlgorithm: ConductionFiniteDifference` (globally or per-surface)\n", - "- `pandas` and `matplotlib` for results display" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---\n", - "## Step 1: Configuration\n", - "\n", - "Edit the three paths below. Everything else is auto-detected." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "# ============================================================\n", - "# EDIT THESE THREE PATHS\n", - "# ============================================================\n", - "\n", - "ENERGYPLUS_DIR = r\"C:\\projects\\EnergyPlus\\build\\Products\\Release\"\n", - "IDF_FILE = r\"C:\\projects\\EnergyPlus\\testfiles\\1ZoneCondFD_Enet_Test.idf\"\n", - "EPW_FILE = r\"C:\\projects\\EnergyPlus\\weather\\USA_CO_Golden-NREL.724666_TMY3.epw\"" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---\n", - "## Step 2: Parse IDF and find eligible surfaces" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Found 5 eligible surface(s):\n", - "\n", - " [0] Zn001:Wall001 Wall construction=R13WALL zone=ZONE ONE\n", - " [1] Zn001:Wall002 Wall construction=R13WALL zone=ZONE ONE\n", - " [2] Zn001:Wall003 Wall construction=R13WALL zone=ZONE ONE\n", - " [3] Zn001:Wall004 Wall construction=R13WALL zone=ZONE ONE\n", - " [4] Zn001:Roof001 Roof construction=ROOF_CONCRETE zone=ZONE ONE\n" - ] - } - ], - "source": [ - "import re\n", - "from pathlib import Path\n", - "\n", - "def parse_idf_objects(idf_text):\n", - " \"\"\"Parse IDF text into a list of (object_type, [field_values]) tuples.\"\"\"\n", - " lines = []\n", - " for line in idf_text.splitlines():\n", - " idx = line.find(\"!\")\n", - " if idx >= 0:\n", - " line = line[:idx]\n", - " lines.append(line.strip())\n", - " text = \" \".join(lines)\n", - " objects = []\n", - " for obj_str in text.split(\";\"):\n", - " obj_str = obj_str.strip()\n", - " if not obj_str:\n", - " continue\n", - " fields = [f.strip() for f in obj_str.split(\",\")]\n", - " if fields:\n", - " objects.append((fields[0], fields[1:]))\n", - " return objects\n", - "\n", - "\n", - "def find_condfd_exterior_surfaces(idf_path):\n", - " \"\"\"Find all exterior surfaces that use CondFD heat balance.\"\"\"\n", - " idf_text = Path(idf_path).read_text(encoding=\"utf-8\", errors=\"replace\")\n", - " objects = parse_idf_objects(idf_text)\n", - "\n", - " global_condfd = False\n", - " for obj_type, fields in objects:\n", - " if obj_type.lower() == \"heatbalancealgorithm\" and fields:\n", - " if \"conductionfinitedifference\" in fields[0].lower():\n", - " global_condfd = True\n", - " break\n", - "\n", - " per_surface_algo = {}\n", - " condfd_constructions = set()\n", - " for obj_type, fields in objects:\n", - " ot = obj_type.lower()\n", - " if ot == \"surfaceproperty:heattransferalgorithm\" and len(fields) >= 2:\n", - " per_surface_algo[fields[0].upper()] = fields[1].lower()\n", - " elif ot == \"surfaceproperty:heattransferalgorithm:surfacelist\" and len(fields) >= 3:\n", - " algo = fields[1].lower()\n", - " for surf_name in fields[2:]:\n", - " if surf_name:\n", - " per_surface_algo[surf_name.upper()] = algo\n", - " elif ot == \"surfaceproperty:heattransferalgorithm:construction\" and len(fields) >= 3:\n", - " if \"conductionfinitedifference\" in fields[1].lower():\n", - " condfd_constructions.add(fields[2].upper())\n", - "\n", - " surface_types = {\n", - " \"buildingsurface:detailed\", \"wall:detailed\", \"roofceiling:detailed\",\n", - " \"floor:detailed\", \"wall:exterior\", \"roof\",\n", - " }\n", - "\n", - " surfaces = []\n", - " for obj_type, fields in objects:\n", - " ot = obj_type.lower()\n", - " if ot not in surface_types:\n", - " continue\n", - " if ot == \"buildingsurface:detailed\" and len(fields) >= 6:\n", - " name, stype, construction, zone = fields[0], fields[1], fields[2], fields[3]\n", - " bc = fields[5]\n", - " elif ot in (\"wall:detailed\", \"roofceiling:detailed\", \"floor:detailed\") and len(fields) >= 5:\n", - " name, stype, construction, zone = fields[0], ot.split(\":\")[0].capitalize(), fields[1], fields[2]\n", - " bc = fields[4]\n", - " elif ot == \"wall:exterior\" and len(fields) >= 3:\n", - " name, stype, construction, zone, bc = fields[0], \"Wall\", fields[1], fields[2], \"Outdoors\"\n", - " elif ot == \"roof\" and len(fields) >= 3:\n", - " name, stype, construction, zone, bc = fields[0], \"Roof\", fields[1], fields[2], \"Outdoors\"\n", - " else:\n", - " continue\n", - " if bc.lower() != \"outdoors\":\n", - " continue\n", - " name_upper = name.upper()\n", - " if name_upper in per_surface_algo:\n", - " is_condfd = \"conductionfinitedifference\" in per_surface_algo[name_upper]\n", - " elif construction.upper() in condfd_constructions:\n", - " is_condfd = True\n", - " else:\n", - " is_condfd = global_condfd\n", - " if is_condfd:\n", - " surfaces.append({\"name\": name, \"type\": stype, \"construction\": construction, \"zone\": zone})\n", - "\n", - " return surfaces\n", - "\n", - "\n", - "eligible = find_condfd_exterior_surfaces(IDF_FILE)\n", - "if not eligible:\n", - " print(\"ERROR: No exterior CondFD surfaces found.\")\n", - "else:\n", - " print(f\"Found {len(eligible)} eligible surface(s):\\n\")\n", - " for i, s in enumerate(eligible):\n", - " print(f\" [{i}] {s['name']:30s} {s['type']:6s} construction={s['construction']} zone={s['zone']}\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---\n", - "## Step 3: Choose surfaces, Enet values, and run period" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Surfaces: ['Zn001:Wall001', 'Zn001:Wall002', 'Zn001:Wall003', 'Zn001:Wall004', 'Zn001:Roof001']\n", - "Runs: baseline + Enet = [0, -200]\n", - "Run period: (7, 1, 7, 7)\n", - "Total simulations: 3\n" - ] - } - ], - "source": [ - "# Which surfaces to override?\n", - "# \"all\" - all eligible surfaces\n", - "# [0, 2] - by index from the list above\n", - "# [\"Zn001:Roof001\"] - by name\n", - "SURFACES = \"all\"\n", - "\n", - "# Enet values to test (W/m2). Baseline (no override) is always included.\n", - "ENET_VALUES = [0, -200]\n", - "\n", - "# Run period:\n", - "# \"design_day\" — uses IDF design days only (fast, but winter+summer overlap on x-axis)\n", - "# \"annual\" — full year\n", - "# (start_month, start_day, end_month, end_day) — custom date range\n", - "RUN_PERIOD = (7, 1, 7, 7) # July 1-7\n", - "\n", - "# ============================================================\n", - "# Resolve surface selection\n", - "# ============================================================\n", - "if SURFACES == \"all\":\n", - " target_surfaces = [s[\"name\"] for s in eligible]\n", - "elif isinstance(SURFACES, list) and len(SURFACES) > 0:\n", - " if isinstance(SURFACES[0], int):\n", - " target_surfaces = [eligible[i][\"name\"] for i in SURFACES]\n", - " else:\n", - " target_surfaces = list(SURFACES)\n", - "else:\n", - " target_surfaces = [s[\"name\"] for s in eligible]\n", - "\n", - "run_configs = [None] + [e for e in ENET_VALUES if e is not None]\n", - "\n", - "print(f\"Surfaces: {target_surfaces}\")\n", - "print(f\"Runs: baseline + Enet = {[e for e in ENET_VALUES]}\")\n", - "print(f\"Run period: {RUN_PERIOD}\")\n", - "print(f\"Total simulations: {len(run_configs)}\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---\n", - "## Step 4: Run simulations" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Created run epjson 7/1-7/7: C:\\Users\\Brian\\AppData\\Local\\Temp\\enet_epjson_w4_l9_dw\\1ZoneCondFD_Enet_Test_enet_run.epJSON\n", - "\n", - "Running 3 simulation(s)...\n", - "\n", - " Running baseline... OK (16795 pts)\n", - " Running Enet=0... OK (16795 pts)\n", - " Running Enet=-200... OK (16795 pts)\n", - "\n", - "Done. Total data points: 50385\n" - ] - } - ], - "source": [ - "import sys\n", - "import json\n", - "import subprocess\n", - "from pathlib import Path\n", - "from tempfile import mkdtemp\n", - "from datetime import datetime\n", - "\n", - "ep_path = str(Path(ENERGYPLUS_DIR).resolve())\n", - "if ep_path not in sys.path:\n", - " sys.path.insert(0, ep_path)\n", - "\n", - "from pyenergyplus.api import EnergyPlusAPI\n", - "\n", - "\n", - "def make_run_epjson(idf_path, ep_dir, start_month, start_day, end_month, end_day):\n", - " \"\"\"Convert an IDF to epJSON and patch it for a custom weather-period run.\n", - "\n", - " Uses `energyplus --convert-only` to do a lossless IDF→epJSON conversion,\n", - " then:\n", - " 1. Replaces RunPeriod with a single custom date window.\n", - " 2. Patches SimulationControl to enable weather-period runs and disable\n", - " sizing-period runs (guards against IDFs that have the flags inverted).\n", - "\n", - " Returns the path to the patched .epJSON temp file.\n", - " \"\"\"\n", - " ep_exe = str(Path(ep_dir) / \"energyplus.exe\")\n", - " tmp_dir = mkdtemp(prefix=\"enet_epjson_\")\n", - "\n", - " # --convert-only: parse IDF, write epJSON, exit without simulating.\n", - " # -d: put output in our temp dir so we don't clutter the IDF source folder.\n", - " result = subprocess.run(\n", - " [ep_exe, \"--convert-only\", \"-d\", tmp_dir, str(idf_path)],\n", - " capture_output=True, text=True\n", - " )\n", - "\n", - " epjson_path = Path(tmp_dir) / (Path(idf_path).stem + \".epJSON\")\n", - " if not epjson_path.exists():\n", - " raise FileNotFoundError(\n", - " f\"epjson conversion failed.\\nstdout: {result.stdout}\\nstderr: {result.stderr}\"\n", - " )\n", - "\n", - " with open(epjson_path) as f:\n", - " epjson = json.load(f)\n", - "\n", - " # 1. Replace all RunPeriod entries with a single custom window.\n", - " # epJSON stores objects as dicts keyed by instance name.\n", - " epjson[\"RunPeriod\"] = {\n", - " \"Enet_Override_Period\": {\n", - " \"begin_month\": start_month,\n", - " \"begin_day_of_month\": start_day,\n", - " \"end_month\": end_month,\n", - " \"end_day_of_month\": end_day,\n", - " \"day_of_week_for_start_day\": \"Tuesday\",\n", - " \"use_weather_file_holidays_and_special_days\": \"Yes\",\n", - " \"use_weather_file_daylight_saving_period\": \"Yes\",\n", - " \"apply_weekend_holiday_rule\": \"No\",\n", - " \"use_weather_file_rain_indicators\": \"Yes\",\n", - " \"use_weather_file_snow_indicators\": \"Yes\",\n", - " }\n", - " }\n", - "\n", - " # 2. Patch SimulationControl so we always run weather periods and skip\n", - " # sizing periods. Some IDFs (like the 1-zone test IDF) ship with\n", - " # run_simulation_for_weather_file_run_periods = No; without this patch\n", - " # EnergyPlus would run design days only and ignore our custom RunPeriod.\n", - " if \"SimulationControl\" in epjson:\n", - " for sc_obj in epjson[\"SimulationControl\"].values():\n", - " sc_obj[\"run_simulation_for_weather_file_run_periods\"] = \"Yes\"\n", - " sc_obj[\"run_simulation_for_sizing_periods\"] = \"No\"\n", - "\n", - " out_path = Path(tmp_dir) / (Path(idf_path).stem + \"_enet_run.epJSON\")\n", - " with open(out_path, \"w\") as f:\n", - " json.dump(epjson, f, indent=2)\n", - "\n", - " return str(out_path)\n", - "\n", - "\n", - "def run_single(idf_file, epw_file, target_surfaces, enet_value, run_period):\n", - " \"\"\"Run one EnergyPlus simulation with an optional constant sky LW override.\n", - "\n", - " Args:\n", - " idf_file: Path to IDF or epJSON input file.\n", - " epw_file: Path to EPW weather file.\n", - " target_surfaces: List of surface names to override.\n", - " enet_value: Constant Enet flux (W/m²) to apply, or None for baseline\n", - " (actuator never set → EnergyPlus uses its standard sky term).\n", - " run_period: \"design_day\" to add -D flag; any other value runs weather periods.\n", - "\n", - " The callback fires at callback_begin_zone_timestep_after_init_heat_balance,\n", - " which is before ExteriorBCEqns runs. This is the correct point to set\n", - " actuator values so they take effect in the current timestep's heat balance.\n", - "\n", - " Output variable values read via get_variable_value reflect the PREVIOUS timestep\n", - " (values are written at the end of each timestep solve). Therefore we skip the\n", - " first real timestep after warmup ends: its variable values come from the last\n", - " warmup step and may be extreme/uninitialized.\n", - "\n", - " Returns (list_of_data_dicts, run_dir_path).\n", - " \"\"\"\n", - " _api = EnergyPlusAPI()\n", - " _state = _api.state_manager.new_state()\n", - " label = f\"Enet={enet_value}\" if enet_value is not None else \"baseline\"\n", - " _run_dir = mkdtemp(prefix=f\"enet_{label}_\")\n", - " _data = []\n", - "\n", - " def _make_callback():\n", - " # Mutable containers used as closures (Python 2-style workaround for nonlocal).\n", - " ready = [False] # True once all handles have been looked up\n", - " act_handles = [{}] # surf_name → actuator handle int\n", - " var_handles = [{}] # surf_name → dict of output-variable handle ints\n", - " global_vh = [{}] # site-level variable handles (OAT, sky temp)\n", - " post_warmup = [True] # True until the first real non-warmup timestep has been skipped\n", - "\n", - " def _cb(st):\n", - " # --- One-time handle lookup ---\n", - " # api_data_fully_ready returns False during early init before all\n", - " # output variables, actuators, and meters have been registered.\n", - " if not ready[0]:\n", - " if not _api.exchange.api_data_fully_ready(st):\n", - " return\n", - "\n", - " for surf in target_surfaces:\n", - " # get_actuator_handle: looks up the EMS actuator by\n", - " # (component_type, control_type, actuator_key).\n", - " # Returns -1 if the actuator doesn't exist for this surface.\n", - " h = _api.exchange.get_actuator_handle(\n", - " st, \"CondFD Surface\", \"Sky Longwave Radiation Override\", surf)\n", - " if h == -1:\n", - " print(f\" WARNING: actuator not found for '{surf}'\")\n", - " continue\n", - " act_handles[0][surf] = h\n", - "\n", - " # get_variable_handle: looks up an EnergyPlus output variable\n", - " # by (variable_name, key_value). Returns -1 if not found.\n", - " var_handles[0][surf] = {\n", - " \"surf_temp\": _api.exchange.get_variable_handle(\n", - " st, \"Surface Outside Face Temperature\", surf),\n", - " \"lw_rad\": _api.exchange.get_variable_handle(\n", - " st, \"Surface Outside Face Net Thermal Radiation Heat Gain Rate per Area\", surf),\n", - " \"conv\": _api.exchange.get_variable_handle(\n", - " st, \"Surface Outside Face Convection Heat Gain Rate per Area\", surf),\n", - " \"cond\": _api.exchange.get_variable_handle(\n", - " st, \"Surface Outside Face Conduction Heat Transfer Rate per Area\", surf),\n", - " }\n", - "\n", - " # Site-level variables use \"Environment\" as the key.\n", - " global_vh[0] = {\n", - " \"oat\": _api.exchange.get_variable_handle(\n", - " st, \"Site Outdoor Air Drybulb Temperature\", \"Environment\"),\n", - " \"sky_temp\": _api.exchange.get_variable_handle(\n", - " st, \"Site Sky Temperature\", \"Environment\"),\n", - " }\n", - " ready[0] = True\n", - "\n", - " # --- Apply constant actuator value every timestep ---\n", - " # When enet_value is None (baseline), we never touch the actuator so\n", - " # EnergyPlus runs its standard hsky*(Tsky-Tsurf) sky radiation term.\n", - " if enet_value is not None:\n", - " for surf, h in act_handles[0].items():\n", - " # set_actuator_value overrides the sky LW term for this timestep.\n", - " # The value (W/m²) replaces hsky*(Tsky-Tsurf) in ExteriorBCEqns.\n", - " _api.exchange.set_actuator_value(st, h, enet_value)\n", - "\n", - " # --- Skip warmup timesteps ---\n", - " # During warmup EnergyPlus repeats the first day until temperatures\n", - " # converge; we don't want those in the results.\n", - " if _api.exchange.warmup_flag(st):\n", - " post_warmup[0] = True\n", - " return\n", - "\n", - " # --- Skip first real timestep after warmup ---\n", - " # get_variable_value reads values written at the END of the PREVIOUS\n", - " # timestep. On the very first non-warmup callback, the \"previous\"\n", - " # timestep is the last warmup step, whose variable values may be\n", - " # extreme. Skipping one timestep ensures we only record settled values.\n", - " if post_warmup[0]:\n", - " post_warmup[0] = False\n", - " return\n", - "\n", - " # --- Collect results ---\n", - " month = _api.exchange.month(st)\n", - " day = _api.exchange.day_of_month(st)\n", - " # hour() returns 0–23; minutes() returns 0–59 (sub-hourly timestep offset)\n", - " hour = _api.exchange.hour(st) + _api.exchange.minutes(st) / 60.0\n", - " oat = _api.exchange.get_variable_value(st, global_vh[0][\"oat\"])\n", - " sky_t = _api.exchange.get_variable_value(st, global_vh[0][\"sky_temp\"])\n", - "\n", - " h_int = int(hour)\n", - " m_int = int((hour - h_int) * 60)\n", - " try:\n", - " dt = datetime(2024, int(month), int(day), min(h_int, 23), min(m_int, 59))\n", - " except ValueError:\n", - " dt = datetime(2024, 1, 1)\n", - "\n", - " for surf in act_handles[0]:\n", - " vh = var_handles[0][surf]\n", - " _data.append({\n", - " \"datetime\": dt,\n", - " \"month\": month,\n", - " \"day\": day,\n", - " \"hour\": hour,\n", - " \"surface\": surf,\n", - " \"oat_C\": oat,\n", - " \"sky_temp_C\": sky_t,\n", - " # Surface outside face temperature (°C)\n", - " \"surf_temp_C\": _api.exchange.get_variable_value(st, vh[\"surf_temp\"]),\n", - " # Net longwave radiation at outside face (W/m²); negative = net loss from surface\n", - " \"lw_rad_Wm2\": _api.exchange.get_variable_value(st, vh[\"lw_rad\"]),\n", - " # Convective heat gain at outside face (W/m²)\n", - " \"conv_Wm2\": _api.exchange.get_variable_value(st, vh[\"conv\"]),\n", - " # Conductive heat transfer through wall at outside face (W/m²)\n", - " \"cond_Wm2\": _api.exchange.get_variable_value(st, vh[\"cond\"]),\n", - " # The Enet value we set this timestep (Python-side).\n", - " # We do NOT read back via get_variable_value because the output\n", - " # variable is written by ExteriorBCEqns, which runs *after* this\n", - " # callback — reading it here returns the previous timestep's value.\n", - " \"enet_set_Wm2\": enet_value if enet_value is not None else 0.0,\n", - " # True when EnergyPlus rain mode is active (SurfHConvExt→1000, outside face→WetBulb).\n", - " # Rain causes large transient conv spikes that are physically real but plot-distorting.\n", - " \"is_raining\": _api.exchange.is_raining(st),\n", - " \"run\": label,\n", - " })\n", - "\n", - " return _cb\n", - "\n", - " _api.runtime.callback_begin_zone_timestep_after_init_heat_balance(_state, _make_callback())\n", - "\n", - " args = [\"-d\", _run_dir, \"-w\", epw_file, idf_file]\n", - " if run_period == \"design_day\":\n", - " args = [\"-D\"] + args # -D: run design days only, skip weather-file periods\n", - "\n", - " print(f\" Running {label}...\", end=\" \", flush=True)\n", - " ret = _api.runtime.run_energyplus(_state, args)\n", - " _api.state_manager.delete_state(_state) # free EnergyPlus state memory\n", - "\n", - " if ret == 0:\n", - " print(f\"OK ({len(_data)} pts)\")\n", - " else:\n", - " print(f\"FAILED (code {ret}). Check {_run_dir}/eplusout.err\")\n", - "\n", - " return _data, _run_dir\n", - "\n", - "\n", - "# --- Determine effective IDF ---\n", - "effective_idf = IDF_FILE\n", - "\n", - "if isinstance(RUN_PERIOD, tuple) and len(RUN_PERIOD) == 4:\n", - " sm, sd, em, ed = RUN_PERIOD\n", - " effective_idf = make_run_epjson(IDF_FILE, ENERGYPLUS_DIR, sm, sd, em, ed)\n", - " print(f\"Created run epjson {sm}/{sd}-{em}/{ed}: {effective_idf}\")\n", - "\n", - "# --- Run all configurations ---\n", - "print(f\"\\nRunning {len(run_configs)} simulation(s)...\\n\")\n", - "all_data = []\n", - "run_dirs = {}\n", - "for enet in run_configs:\n", - " data, rdir = run_single(effective_idf, EPW_FILE, target_surfaces, enet, RUN_PERIOD)\n", - " all_data.extend(data)\n", - " label = f\"Enet={enet}\" if enet is not None else \"baseline\"\n", - " run_dirs[label] = rdir\n", - "\n", - "print(f\"\\nDone. Total data points: {len(all_data)}\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---\n", - "## Step 5: Summary table" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Summary:\n" - ] - }, - { - "data": { - "text/html": [ - "
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min_surf_tempmax_surf_tempmean_surf_tempmean_lw_rad
runsurface
Enet=-200Zn001:Roof001-9.547.415.4-200.0
Zn001:Wall001-17.844.87.9-164.0
Zn001:Wall002-17.859.614.8-189.1
Zn001:Wall003-17.825.15.8-156.3
Zn001:Wall004-17.863.59.5-171.1
Enet=0Zn001:Roof0019.671.643.70.0
Zn001:Wall0019.663.628.4-31.3
Zn001:Wall0029.674.534.3-57.2
Zn001:Wall0039.648.327.9-28.0
Zn001:Wall0049.678.930.6-41.4
baselineZn001:Roof0019.653.730.4-113.2
Zn001:Wall0019.256.025.1-48.4
Zn001:Wall0029.265.830.3-81.9
Zn001:Wall0039.041.924.5-43.5
Zn001:Wall0049.069.326.9-60.8
\n", - "
" - ], - "text/plain": [ - " min_surf_temp max_surf_temp mean_surf_temp \\\n", - "run surface \n", - "Enet=-200 Zn001:Roof001 -9.5 47.4 15.4 \n", - " Zn001:Wall001 -17.8 44.8 7.9 \n", - " Zn001:Wall002 -17.8 59.6 14.8 \n", - " Zn001:Wall003 -17.8 25.1 5.8 \n", - " Zn001:Wall004 -17.8 63.5 9.5 \n", - "Enet=0 Zn001:Roof001 9.6 71.6 43.7 \n", - " Zn001:Wall001 9.6 63.6 28.4 \n", - " Zn001:Wall002 9.6 74.5 34.3 \n", - " Zn001:Wall003 9.6 48.3 27.9 \n", - " Zn001:Wall004 9.6 78.9 30.6 \n", - "baseline Zn001:Roof001 9.6 53.7 30.4 \n", - " Zn001:Wall001 9.2 56.0 25.1 \n", - " Zn001:Wall002 9.2 65.8 30.3 \n", - " Zn001:Wall003 9.0 41.9 24.5 \n", - " Zn001:Wall004 9.0 69.3 26.9 \n", - "\n", - " mean_lw_rad \n", - "run surface \n", - "Enet=-200 Zn001:Roof001 -200.0 \n", - " Zn001:Wall001 -164.0 \n", - " Zn001:Wall002 -189.1 \n", - " Zn001:Wall003 -156.3 \n", - " Zn001:Wall004 -171.1 \n", - "Enet=0 Zn001:Roof001 0.0 \n", - " Zn001:Wall001 -31.3 \n", - " Zn001:Wall002 -57.2 \n", - " Zn001:Wall003 -28.0 \n", - " Zn001:Wall004 -41.4 \n", - "baseline Zn001:Roof001 -113.2 \n", - " Zn001:Wall001 -48.4 \n", - " Zn001:Wall002 -81.9 \n", - " Zn001:Wall003 -43.5 \n", - " Zn001:Wall004 -60.8 " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import pandas as pd\n", - "\n", - "df = pd.DataFrame(all_data)\n", - "\n", - "if len(df) == 0:\n", - " print(\"No data collected. Check error messages above.\")\n", - "else:\n", - " df[\"datetime\"] = pd.to_datetime(df[\"datetime\"])\n", - " summary = df.groupby([\"run\", \"surface\"]).agg(\n", - " min_surf_temp=(\"surf_temp_C\", \"min\"),\n", - " max_surf_temp=(\"surf_temp_C\", \"max\"),\n", - " mean_surf_temp=(\"surf_temp_C\", \"mean\"),\n", - " mean_lw_rad=(\"lw_rad_Wm2\", \"mean\"),\n", - " ).round(1)\n", - " print(\"Summary:\")\n", - " display(summary)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---\n", - "## Plot 1: Surface Temperature Comparison\n", - "\n", - "Time series + difference from baseline. One roof and one wall shown (first of each type)." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import matplotlib.pyplot as plt\n", - "import matplotlib.dates as mdates\n", - "import numpy as np\n", - "\n", - "COLORS_RUN = {\"baseline\": \"black\"}\n", - "_palette = [\"#1f77b4\", \"#d62728\", \"#2ca02c\", \"#ff7f0e\", \"#9467bd\"]\n", - "for i, enet in enumerate(ENET_VALUES):\n", - " COLORS_RUN[f\"Enet={enet}\"] = _palette[i % len(_palette)]\n", - "\n", - "def setup_time_ax(ax, ylabel):\n", - " ax.xaxis.set_major_formatter(mdates.DateFormatter(\"%b %d %H:%M\"))\n", - " ax.xaxis.set_major_locator(mdates.AutoDateLocator())\n", - " ax.set_ylabel(ylabel)\n", - " ax.grid(True, alpha=0.3)\n", - " plt.setp(ax.xaxis.get_majorticklabels(), rotation=30, ha=\"right\")\n", - "\n", - "def pick_representative_surfaces(eligible_list):\n", - " \"\"\"Pick first roof and first wall from eligible surfaces.\"\"\"\n", - " roof = next((s[\"name\"] for s in eligible_list if s[\"type\"].lower() == \"roof\"), None)\n", - " wall = next((s[\"name\"] for s in eligible_list if s[\"type\"].lower() == \"wall\"), None)\n", - " result = []\n", - " if roof: result.append((roof, \"Roof\"))\n", - " if wall: result.append((wall, \"Wall\"))\n", - " if not result: # fallback: first surface\n", - " result.append((eligible_list[0][\"name\"], eligible_list[0][\"type\"]))\n", - " return result\n", - "\n", - "def dedup_dt(df_run, col):\n", - " \"\"\"Mean-aggregate duplicate datetimes for a single surface/run slice.\"\"\"\n", - " return df_run.groupby(\"datetime\")[col].mean()\n", - "\n", - "rep_surfaces = pick_representative_surfaces(eligible)\n", - "runs = df[\"run\"].unique()\n", - "\n", - "if len(df) > 0:\n", - " for surf_name, surf_type in rep_surfaces:\n", - " sdf = df[df[\"surface\"] == surf_name]\n", - " fig, (ax1, ax2) = plt.subplots(2, 1, figsize=(13, 7), sharex=True)\n", - " fig.suptitle(f\"{surf_name} ({surf_type}) \\u2014 Outside Face Temperature\", fontsize=12, fontweight=\"bold\")\n", - "\n", - " # Top: time series\n", - " for run_label in runs:\n", - " rdf = sdf[sdf[\"run\"] == run_label].sort_values(\"datetime\")\n", - " ts = dedup_dt(rdf, \"surf_temp_C\")\n", - " ax1.plot(ts.index, ts.values,\n", - " color=COLORS_RUN.get(run_label, \"gray\"), linewidth=1.2, label=run_label)\n", - " bdf = sdf[sdf[\"run\"] == \"baseline\"].sort_values(\"datetime\")\n", - " b_oat = dedup_dt(bdf, \"oat_C\")\n", - " b_sky = dedup_dt(bdf, \"sky_temp_C\")\n", - " ax1.plot(b_oat.index, b_oat.values, \"--\", color=\"gray\", linewidth=0.8, alpha=0.6, label=\"OAT\")\n", - " ax1.plot(b_sky.index, b_sky.values, \":\", color=\"gray\", linewidth=0.8, alpha=0.6, label=\"Sky Temp\")\n", - " setup_time_ax(ax1, \"Temperature (\\u00b0C)\")\n", - " ax1.legend(loc=\"best\", fontsize=8)\n", - "\n", - " # Bottom: difference from baseline\n", - " b_ts = dedup_dt(bdf, \"surf_temp_C\")\n", - " for run_label in runs:\n", - " if run_label == \"baseline\":\n", - " continue\n", - " rdf = sdf[sdf[\"run\"] == run_label].sort_values(\"datetime\")\n", - " r_ts = dedup_dt(rdf, \"surf_temp_C\")\n", - " common = b_ts.index.intersection(r_ts.index)\n", - " diff = r_ts.loc[common] - b_ts.loc[common]\n", - " ax2.plot(common, diff.values,\n", - " color=COLORS_RUN.get(run_label, \"gray\"), linewidth=1.0, label=f\"{run_label} \\u2212 baseline\")\n", - " ax2.axhline(0, color=\"black\", linewidth=0.5)\n", - " setup_time_ax(ax2, \"\\u0394T from Baseline (\\u00b0C)\")\n", - " ax2.legend(loc=\"best\", fontsize=8)\n", - " ax2.set_xlabel(\"Date/Time\")\n", - "\n", - " plt.tight_layout()\n", - " plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---\n", - "## Plot 2: LW Radiation Flux\n", - "\n", - "Net thermal radiation on roof and wall across all runs." - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "if len(df) > 0:\n", - " n_surfs = len(rep_surfaces)\n", - " fig, axes = plt.subplots(n_surfs, 1, figsize=(13, 4 * n_surfs), sharex=True)\n", - " if n_surfs == 1: axes = [axes]\n", - " fig.suptitle(\"Net LW Radiation Heat Flux\", fontsize=12, fontweight=\"bold\")\n", - "\n", - " for idx, (surf_name, surf_type) in enumerate(rep_surfaces):\n", - " ax = axes[idx]\n", - " sdf = df[df[\"surface\"] == surf_name]\n", - " for run_label in runs:\n", - " rdf = sdf[sdf[\"run\"] == run_label].sort_values(\"datetime\")\n", - " ax.plot(rdf[\"datetime\"], rdf[\"lw_rad_Wm2\"],\n", - " color=COLORS_RUN.get(run_label, \"gray\"), linewidth=1.2, label=run_label)\n", - " ax.axhline(0, color=\"black\", linewidth=0.5)\n", - " setup_time_ax(ax, \"LW Flux (W/m\\u00b2)\")\n", - " ax.set_title(f\"{surf_name} ({surf_type})\", fontsize=10)\n", - " ax.legend(loc=\"best\", fontsize=8)\n", - "\n", - " axes[-1].set_xlabel(\"Date/Time\")\n", - " plt.tight_layout()\n", - " plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---\n", - "## Plot 3: Outside Face Heat Balance Breakdown\n", - "\n", - "LW radiation, convection, and conduction for baseline vs each override.\n", - "Shows how the heat balance components shift when sky LW is changed." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "if len(df) > 0:\n", - " for surf_name, surf_type in rep_surfaces:\n", - " sdf = df[df[\"surface\"] == surf_name]\n", - " n_runs = len(runs)\n", - " fig, axes = plt.subplots(n_runs, 1, figsize=(13, 3.5 * n_runs), sharex=True)\n", - " if n_runs == 1: axes = [axes]\n", - " fig.suptitle(f\"{surf_name} ({surf_type}) \\u2014 Outside Face Heat Balance\", fontsize=12, fontweight=\"bold\")\n", - "\n", - " for idx, run_label in enumerate(runs):\n", - " ax = axes[idx]\n", - " rdf = sdf[sdf[\"run\"] == run_label].sort_values(\"datetime\")\n", - " ax.plot(rdf[\"datetime\"], rdf[\"lw_rad_Wm2\"], \"r-\", linewidth=1.2, label=\"LW Radiation\")\n", - " ax.plot(rdf[\"datetime\"], rdf[\"conv_Wm2\"], \"b-\", linewidth=1.0, label=\"Convection\")\n", - " ax.plot(rdf[\"datetime\"], rdf[\"cond_Wm2\"], \"g-\", linewidth=1.0, label=\"Conduction\")\n", - " # Shade rain periods: EnergyPlus sets SurfHConvExt=1000 during rain, forcing\n", - " # outside face → wet-bulb temperature and producing large transient conv spikes.\n", - " if \"is_raining\" in rdf.columns and rdf[\"is_raining\"].any():\n", - " import matplotlib.transforms as mtransforms\n", - " trans = mtransforms.blended_transform_factory(ax.transData, ax.transAxes)\n", - " ax.fill_between(rdf[\"datetime\"], 0, 1, transform=trans,\n", - " where=rdf[\"is_raining\"].values,\n", - " alpha=0.15, color=\"cyan\", label=\"Rain (IsRain=True)\")\n", - " ax.axhline(0, color=\"black\", linewidth=0.5)\n", - " setup_time_ax(ax, \"Flux (W/m\\u00b2)\")\n", - " ax.set_title(run_label, fontsize=10)\n", - " ax.legend(loc=\"best\", fontsize=8)\n", - "\n", - " axes[-1].set_xlabel(\"Date/Time\")\n", - " plt.tight_layout()\n", - " plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Reading the heat balance plot shading\n", - "\n", - "**Cyan shading — rain event (`IsRain=True`)**\n", - "EnergyPlus switches to *rain mode* whenever the weather file marks a timestep as raining.\n", - "In rain mode the exterior convection coefficient is set to **1000 W/m²·K** (from the usual ~5–15 W/m²·K)\n", - "and the outside-face boundary temperature is driven toward the **wet-bulb temperature**\n", - "rather than the dry-bulb temperature.\n", - "For a CondFD surface this causes the outside node to snap toward the wet-bulb value in a single\n", - "timestep; the resulting convective flux `= −1000×(T_surf − T_wetbulb)` can be thousands of W/m²,\n", - "producing the large spikes visible in the Convection trace.\n", - "This is physically real — a brief, intense evaporative cooling pulse — not a numerical artefact.\n", - "The cyan shading marks every timestep where `IsRain=True` so you can distinguish rain-driven\n", - "transients from the ordinary dry-weather heat balance." - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Post-rain detail: same heat balance breakdown but x-axis starts just after the last\n", - "# rain timestep so the dry-weather detail is visible without the spike compressing the scale.\n", - "if len(df) > 0 and \"is_raining\" in df.columns and df[\"is_raining\"].any():\n", - " rain_end = df[df[\"is_raining\"]][\"datetime\"].max()\n", - " all_times = sorted(df[\"datetime\"].unique())\n", - " try:\n", - " zoom_start = all_times[all_times.index(rain_end) + 1]\n", - " except (ValueError, IndexError):\n", - " zoom_start = rain_end\n", - "\n", - " for surf_name, surf_type in rep_surfaces:\n", - " sdf = df[df[\"surface\"] == surf_name]\n", - " n_runs = len(runs)\n", - " fig, axes = plt.subplots(n_runs, 1, figsize=(13, 3.5 * n_runs), sharex=True)\n", - " if n_runs == 1: axes = [axes]\n", - " fig.suptitle(\n", - " f\"{surf_name} ({surf_type}) — Outside Face Heat Balance (post-rain detail)\",\n", - " fontsize=12, fontweight=\"bold\"\n", - " )\n", - "\n", - " for idx, run_label in enumerate(runs):\n", - " ax = axes[idx]\n", - " rdf = sdf[(sdf[\"run\"] == run_label)].sort_values(\"datetime\")\n", - " rdf = rdf[rdf[\"datetime\"] >= zoom_start]\n", - " ax.plot(rdf[\"datetime\"], rdf[\"lw_rad_Wm2\"], \"r-\", linewidth=1.2, label=\"LW Radiation\")\n", - " ax.plot(rdf[\"datetime\"], rdf[\"conv_Wm2\"], \"b-\", linewidth=1.0, label=\"Convection\")\n", - " ax.plot(rdf[\"datetime\"], rdf[\"cond_Wm2\"], \"g-\", linewidth=1.0, label=\"Conduction\")\n", - " ax.axhline(0, color=\"black\", linewidth=0.5)\n", - " setup_time_ax(ax, \"Flux (W/m²)\")\n", - " ax.set_title(run_label, fontsize=10)\n", - " ax.legend(loc=\"best\", fontsize=8)\n", - "\n", - " axes[-1].set_xlabel(\"Date/Time\")\n", - " plt.tight_layout()\n", - " plt.show()\n", - "else:\n", - " print(\"No rain events in data — post-rain detail plot not needed.\")\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---\n", - "## Plot 4: Zone Air Temperature\n", - "\n", - "Zone mean air temp for each zone that has an overridden surface." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Note: Zone air temperature requires adding 'Zone Mean Air Temperature' variable handle\n", - "Zones associated with representative surfaces: ['ZONE ONE']\n", - "This plot is available in the Phase 2 validation scripts (compare_runs.py).\n" - ] - } - ], - "source": [ - "if len(df) > 0:\n", - " # Get zones from representative surfaces\n", - " rep_zones = []\n", - " for surf_name, surf_type in rep_surfaces:\n", - " zone = next((s[\"zone\"] for s in eligible if s[\"name\"] == surf_name), None)\n", - " if zone and zone not in [z[0] for z in rep_zones]:\n", - " rep_zones.append((zone, surf_name))\n", - "\n", - " # Check if zone temp data is in our collected data (it's not — we need to add it)\n", - " # Zone temp requires a separate variable handle. For now, note this limitation.\n", - " print(\"Note: Zone air temperature requires adding 'Zone Mean Air Temperature' variable handle\")\n", - " print(f\"Zones associated with representative surfaces: {[z[0] for z in rep_zones]}\")\n", - " print(\"This plot is available in the Phase 2 validation scripts (compare_runs.py).\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---\n", - "## Plot 5: EMS Actuator Value\n", - "\n", - "The `CondFD EMS Sky Longwave Radiation Override Heat Flux` output variable,\n", - "confirming the actuator is applied at the correct value each timestep." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "if len(df) > 0:\n", - " for surf_name, surf_type in rep_surfaces:\n", - " sdf = df[df[\"surface\"] == surf_name]\n", - " fig, ax = plt.subplots(figsize=(13, 4))\n", - " fig.suptitle(f\"{surf_name} \\u2014 Enet Set Value (W/m\\u00b2)\", fontsize=12, fontweight=\"bold\")\n", - "\n", - " for run_label in runs:\n", - " rdf = sdf[sdf[\"run\"] == run_label].sort_values(\"datetime\")\n", - " ts = dedup_dt(rdf, \"enet_set_Wm2\")\n", - " ax.plot(ts.index, ts.values,\n", - " color=COLORS_RUN.get(run_label, \"gray\"), linewidth=1.5, label=run_label)\n", - "\n", - " ax.axhline(0, color=\"black\", linewidth=0.5)\n", - " setup_time_ax(ax, \"Enet Set (W/m\\u00b2)\")\n", - " ax.set_xlabel(\"Date/Time\")\n", - " ax.legend(loc=\"best\", fontsize=9)\n", - " plt.tight_layout()\n", - " plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---\n", - "## Export results" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Saved to 1ZoneCondFD_Enet_Test_enet_results.csv\n", - "\n", - "Run output directories:\n", - " baseline: C:\\Users\\Brian\\AppData\\Local\\Temp\\enet_baseline_yr23qopd\n", - " Enet=0: C:\\Users\\Brian\\AppData\\Local\\Temp\\enet_Enet=0_dlgnr5ob\n", - " Enet=-200: C:\\Users\\Brian\\AppData\\Local\\Temp\\enet_Enet=-200_zm_lyqcp\n" - ] - } - ], - "source": [ - "if len(df) > 0:\n", - " out_csv = Path(IDF_FILE).stem + \"_enet_results.csv\"\n", - " df.to_csv(out_csv, index=False)\n", - " print(f\"Saved to {out_csv}\")\n", - " print(f\"\\nRun output directories:\")\n", - " for label, rdir in run_dirs.items():\n", - " print(f\" {label}: {rdir}\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---\n", - "## Advanced: Time-varying Enet from CSV\n", - "\n", - "Supply a time-series instead of a constant (e.g. from COMSOL or pyrgeometer data).\n", - "\n", - "CSV format: `month, day, hour, enet_Wm2` (hour is fractional, values are interpolated)." - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Running csv_enet (168 rows)... OK (16795 pts). Dir: C:\\Users\\Brian\\AppData\\Local\\Temp\\enet_csv_jotz4i6w\n" - ] - }, - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "def run_with_csv_enet(idf_file, epw_file, target_surfaces, enet_csv_path, run_period):\n", - " \"\"\"Run EnergyPlus with a time-varying Enet schedule from a CSV file.\n", - "\n", - " CSV format: month, day, hour, enet_Wm2\n", - " - hour is fractional (e.g. 6.5 = 06:30)\n", - " - values are linearly interpolated between CSV rows at each EnergyPlus timestep\n", - "\n", - " How the actuator is controlled each timestep:\n", - "\n", - " enet_now != 0 → set_actuator_value(enet_now)\n", - " In C: writes value to *theActuator.RealValue and sets *theActuator.Actuated = true.\n", - " The Actuated pointer points into surfFD.enetActuator.isActuated, so\n", - " ExteriorBCEqns sees isActuated=true and uses actuatedValue instead of\n", - " hsky*(Tsky-Tsurf).\n", - "\n", - " enet_now == 0 → reset_actuator()\n", - " In C: sets *theActuator.Actuated = false (that's the entire implementation).\n", - " ExteriorBCEqns sees isActuated=false and runs the standard sky LW term.\n", - " This is physically identical to the baseline run — NOT \"zero sky radiation\",\n", - " which would be set_actuator_value(0) with isActuated=true.\n", - "\n", - " Important — np.interp and step transitions:\n", - " np.interp linearly interpolates between CSV rows, so a schedule that jumps\n", - " from -150 at hour 5.5 to 0 at hour 6.5 will produce intermediate values\n", - " (e.g. -75 at hour 6.0). Those intermediate timesteps get set_actuator_value,\n", - " not reset_actuator, because enet_now != 0.\n", - "\n", - " For a hard on/off step with no ramp, duplicate rows at the transition:\n", - " 7, 1, 5.999, -150\n", - " 7, 1, 6.000, 0\n", - " This makes np.interp snap from -150 to 0 with no interpolated values between,\n", - " so reset_actuator fires immediately at the transition timestep.\n", - "\n", - " The first real timestep after warmup is skipped (same as run_single) because\n", - " get_variable_value at that point reads the last warmup step's values.\n", - "\n", - " Returns a list of per-timestep data dicts.\n", - " \"\"\"\n", - " import numpy as np\n", - "\n", - " enet_schedule = pd.read_csv(enet_csv_path)\n", - " required_cols = {\"month\", \"day\", \"hour\", \"enet_Wm2\"}\n", - " if not required_cols.issubset(enet_schedule.columns):\n", - " print(f\"ERROR: CSV must have columns {required_cols}\")\n", - " return []\n", - "\n", - " # Convert (month, day, hour) to a monotonic sequence-hour index for np.interp.\n", - " # Assumes 744 hours/month (31-day months); fine for short runs within one month.\n", - " enet_schedule[\"seq_hour\"] = (\n", - " (enet_schedule[\"month\"] - 1) * 744\n", - " + (enet_schedule[\"day\"] - 1) * 24\n", - " + enet_schedule[\"hour\"]\n", - " )\n", - " seq_hours = enet_schedule[\"seq_hour\"].values # x-axis for interpolation\n", - " enet_vals = enet_schedule[\"enet_Wm2\"].values # y-axis for interpolation\n", - "\n", - " _api = EnergyPlusAPI()\n", - " _state = _api.state_manager.new_state()\n", - " _run_dir = mkdtemp(prefix=\"enet_csv_\")\n", - " _data = []\n", - "\n", - " def _make_callback():\n", - " ready = [False] # True after one-time handle lookup completes\n", - " act_handles = [{}] # surf_name → actuator handle int\n", - " var_handles = [{}] # surf_name → dict of output-variable handle ints\n", - " global_vh = [{}] # site-level variable handles\n", - " post_warmup = [True] # True until the first real non-warmup timestep has been skipped\n", - "\n", - " def _cb(st):\n", - " # --- One-time handle lookup (same as run_single) ---\n", - " if not ready[0]:\n", - " if not _api.exchange.api_data_fully_ready(st):\n", - " return\n", - " for surf in target_surfaces:\n", - " h = _api.exchange.get_actuator_handle(\n", - " st, \"CondFD Surface\", \"Sky Longwave Radiation Override\", surf)\n", - " if h != -1:\n", - " act_handles[0][surf] = h\n", - " var_handles[0][surf] = {\n", - " \"surf_temp\": _api.exchange.get_variable_handle(\n", - " st, \"Surface Outside Face Temperature\", surf),\n", - " \"lw_rad\": _api.exchange.get_variable_handle(\n", - " st, \"Surface Outside Face Net Thermal Radiation Heat Gain Rate per Area\", surf),\n", - " }\n", - " global_vh[0] = {\n", - " \"oat\": _api.exchange.get_variable_handle(\n", - " st, \"Site Outdoor Air Drybulb Temperature\", \"Environment\"),\n", - " \"sky_temp\": _api.exchange.get_variable_handle(\n", - " st, \"Site Sky Temperature\", \"Environment\"),\n", - " }\n", - " ready[0] = True\n", - "\n", - " # --- Interpolate CSV to get Enet for this timestep ---\n", - " month = _api.exchange.month(st)\n", - " day = _api.exchange.day_of_month(st)\n", - " hour = _api.exchange.hour(st) + _api.exchange.minutes(st) / 60.0\n", - " current_seq = (month - 1) * 744 + (day - 1) * 24 + hour\n", - " enet_now = float(np.interp(current_seq, seq_hours, enet_vals))\n", - "\n", - " # --- Apply or release actuator ---\n", - " for surf, h in act_handles[0].items():\n", - " if enet_now != 0.0:\n", - " # Override: sets *theActuator.RealValue = enet_now and\n", - " # *theActuator.Actuated = true → ExteriorBCEqns uses enet_now.\n", - " _api.exchange.set_actuator_value(st, h, enet_now)\n", - " else:\n", - " # Release: sets *theActuator.Actuated = false →\n", - " # ExteriorBCEqns falls through to standard hsky*(Tsky-Tsurf).\n", - " _api.exchange.reset_actuator(st, h)\n", - "\n", - " if _api.exchange.warmup_flag(st):\n", - " post_warmup[0] = True\n", - " return\n", - "\n", - " # Skip first real timestep after warmup (variable values are from last warmup step).\n", - " if post_warmup[0]:\n", - " post_warmup[0] = False\n", - " return\n", - "\n", - " # --- Collect results ---\n", - " h_int = int(hour)\n", - " m_int = int((hour - h_int) * 60)\n", - " try:\n", - " dt = datetime(2024, int(month), int(day), min(h_int, 23), min(m_int, 59))\n", - " except ValueError:\n", - " dt = datetime(2024, 1, 1)\n", - "\n", - " for surf in act_handles[0]:\n", - " vh = var_handles[0][surf]\n", - " _data.append({\n", - " \"datetime\": dt,\n", - " \"month\": month,\n", - " \"day\": day,\n", - " \"hour\": hour,\n", - " \"surface\": surf,\n", - " \"oat_C\": _api.exchange.get_variable_value(st, global_vh[0][\"oat\"]),\n", - " \"sky_temp_C\": _api.exchange.get_variable_value(st, global_vh[0][\"sky_temp\"]),\n", - " # Surface outside face temperature (°C)\n", - " \"surf_temp_C\": _api.exchange.get_variable_value(st, vh[\"surf_temp\"]),\n", - " # Net longwave radiation at outside face (W/m²)\n", - " \"lw_rad_Wm2\": _api.exchange.get_variable_value(st, vh[\"lw_rad\"]),\n", - " # Enet value applied this timestep (0.0 means actuator was released → standard sky)\n", - " \"enet_set_Wm2\": enet_now,\n", - " \"is_raining\": _api.exchange.is_raining(st),\n", - " \"run\": \"csv_enet\",\n", - " })\n", - "\n", - " return _cb\n", - "\n", - " _api.runtime.callback_begin_zone_timestep_after_init_heat_balance(_state, _make_callback())\n", - " args = [\"-d\", _run_dir, \"-w\", epw_file, idf_file]\n", - " if run_period == \"design_day\":\n", - " args = [\"-D\"] + args\n", - " print(f\" Running csv_enet ({len(enet_schedule)} rows)...\", end=\" \", flush=True)\n", - " ret = _api.runtime.run_energyplus(_state, args)\n", - " _api.state_manager.delete_state(_state)\n", - " print(f\"{'OK' if ret == 0 else 'FAILED'} ({len(_data)} pts). Dir: {_run_dir}\")\n", - " return _data\n", - "\n", - "\n", - "# ---------------------------------------------------------------\n", - "# enet_diurnal_july.csv — nighttime clear-sky LW cooling schedule\n", - "#\n", - "# Night (20:00–06:00): enet = -150 W/m²\n", - "# Actuator ON: overrides sky LW with a strong fixed cooling flux.\n", - "# Represents a clear night where the sky acts as a cold radiator.\n", - "#\n", - "# Day (06:00–20:00): enet = 0 → reset_actuator fires\n", - "# Actuator RELEASED: EnergyPlus uses its standard hsky*(Tsky-Tsurf) term.\n", - "# Behavior is identical to the baseline run during this window.\n", - "#\n", - "# Expected result:\n", - "# - Daytime: csv_enet ≈ baseline (same sky physics)\n", - "# - Nighttime: csv_enet < baseline (extra -150 W/m² cooling)\n", - "# - ΔT goes negative at sunset, recovers to ~0 by mid-morning\n", - "# ---------------------------------------------------------------\n", - "CSV_ENET_FILE = str(Path(IDF_FILE).parent.parent / \"scripts\" / \"enet_diurnal_july.csv\")\n", - "\n", - "csv_data = run_with_csv_enet(effective_idf, EPW_FILE, target_surfaces, CSV_ENET_FILE, RUN_PERIOD)\n", - "\n", - "if csv_data:\n", - " csv_df = pd.DataFrame(csv_data)\n", - " csv_df[\"datetime\"] = pd.to_datetime(csv_df[\"datetime\"])\n", - "\n", - " for surf_name, surf_type in rep_surfaces:\n", - " sdf_base = df[(df[\"surface\"] == surf_name) & (df[\"run\"] == \"baseline\")]\n", - " sdf_csv = csv_df[csv_df[\"surface\"] == surf_name]\n", - "\n", - " b_temp = dedup_dt(sdf_base, \"surf_temp_C\")\n", - " c_temp = dedup_dt(sdf_csv, \"surf_temp_C\")\n", - " c_enet = dedup_dt(sdf_csv, \"enet_set_Wm2\")\n", - "\n", - " fig, axes = plt.subplots(3, 1, figsize=(13, 9), sharex=True)\n", - " fig.suptitle(\n", - " f\"{surf_name} ({surf_type}) \\u2014 Nighttime LW Cooling (\\u2212150 W/m\\u00b2) vs Baseline\",\n", - " fontsize=12, fontweight=\"bold\"\n", - " )\n", - "\n", - " # Panel 1: surface temp — should diverge at night, converge during day\n", - " axes[0].plot(b_temp.index, b_temp.values, \"k-\", lw=1.2, label=\"baseline (standard sky all day)\")\n", - " axes[0].plot(c_temp.index, c_temp.values, \"b-\", lw=1.2, label=\"csv_enet (\\u2212150 W/m\\u00b2 at night, standard sky by day)\")\n", - " setup_time_ax(axes[0], \"Surface Temp (\\u00b0C)\")\n", - " axes[0].legend(fontsize=8)\n", - "\n", - " # Panel 2: ΔT — negative when override is active, near zero when released\n", - " common = b_temp.index.intersection(c_temp.index)\n", - " diff = c_temp.loc[common] - b_temp.loc[common]\n", - " axes[1].plot(common, diff.values, \"b-\", lw=1.0)\n", - " axes[1].axhline(0, color=\"black\", lw=0.5)\n", - " axes[1].fill_between(common, diff.values, 0,\n", - " where=(diff.values < 0), alpha=0.2, color=\"blue\",\n", - " label=\"csv_enet cooler\")\n", - " setup_time_ax(axes[1], \"\\u0394T csv\\u2212baseline (\\u00b0C)\")\n", - " axes[1].legend(fontsize=8)\n", - "\n", - " # Panel 3: the Enet schedule (0 = standard sky active, −150 = override active)\n", - " axes[2].plot(c_enet.index, c_enet.values, \"r-\", lw=1.5)\n", - " axes[2].fill_between(c_enet.index, c_enet.values, 0,\n", - " where=(c_enet.values < 0), alpha=0.2, color=\"red\",\n", - " label=\"override active (\\u2212150 W/m\\u00b2)\")\n", - " axes[2].axhline(0, color=\"black\", lw=0.5)\n", - " axes[2].annotate(\"0 \\u2192 reset_actuator \\u2192 standard sky\", xy=(c_enet.index[10], 2),\n", - " fontsize=7, color=\"gray\")\n", - " setup_time_ax(axes[2], \"Enet Applied (W/m\\u00b2)\\n0 = standard sky (reset_actuator)\")\n", - " axes[2].set_xlabel(\"Date/Time\")\n", - " axes[2].legend(fontsize=8)\n", - "\n", - " plt.tight_layout()\n", - " plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Reading the CSV plot shaded areas\n", - "\n", - "**Panel 2 — blue shading (ΔT csv − baseline)**\n", - "Shaded wherever the csv_enet surface temperature is *colder* than baseline (diff < 0).\n", - "This is the direct thermal signature of the nighttime override: when the actuator is active\n", - "(−150 W/m²) the outside face loses more heat to the sky than it would under the standard\n", - "TMY sky term, so the surface cools further. The shading should appear every night and\n", - "disappear each morning when the actuator is released and both runs revert to the same sky physics.\n", - "If the shading persists during the day, the daytime reset is not working correctly.\n", - "\n", - "**Panel 3 — red shading (Enet applied < 0)**\n", - "Shaded wherever `enet_set_Wm2 < 0`, i.e. the timesteps where `set_actuator_value(−150)` was\n", - "called instead of `reset_actuator`. This is purely the schedule — it does not directly show\n", - "temperature, only *when* the override was active. Comparing panel 3 to panel 2 lets you verify\n", - "that the temperature response (blue) is time-aligned with the forcing (red): the ΔT should\n", - "start going negative shortly after the red shading begins each evening, and recover after it ends\n", - "each morning. Any lag between the two is real thermal mass — the wall takes time to respond." - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.13.12" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} From 9a155c5d70801893484a2faa5ca0bc598480f80d Mon Sep 17 00:00:00 2001 From: Matt Mitchell Date: Thu, 30 Apr 2026 16:48:47 -0600 Subject: [PATCH 13/16] separate actuator and report variable, reset report variable to 0 when not actuated --- src/EnergyPlus/HeatBalFiniteDiffManager.cc | 5 +++-- src/EnergyPlus/HeatBalFiniteDiffManager.hh | 1 + tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc | 8 +++++++- 3 files changed, 11 insertions(+), 3 deletions(-) diff --git a/src/EnergyPlus/HeatBalFiniteDiffManager.cc b/src/EnergyPlus/HeatBalFiniteDiffManager.cc index a94bade0b80..db65e050711 100644 --- a/src/EnergyPlus/HeatBalFiniteDiffManager.cc +++ b/src/EnergyPlus/HeatBalFiniteDiffManager.cc @@ -1051,7 +1051,7 @@ namespace HeatBalFiniteDiffManager { SetupOutputVariable(state, "CondFD EMS Sky Longwave Radiation Override Heat Flux", Constant::Units::W_m2, - SurfaceFD(SurfNum).enetActuator.actuatedValue, + SurfaceFD(SurfNum).enetActuatorReport, OutputProcessor::TimeStepType::Zone, OutputProcessor::StoreType::Average, state.dataSurface->Surface(SurfNum).Name); @@ -1612,6 +1612,8 @@ namespace HeatBalFiniteDiffManager { auto &s_hbfd = state.dataHeatBalFiniteDiffMgr; auto const &surface(state.dataSurface->Surface(Surf)); + auto &surfaceFD = s_hbfd->SurfaceFD(Surf); + surfaceFD.enetActuatorReport = surfaceFD.enetActuator.isActuated ? surfaceFD.enetActuator.actuatedValue : 0.0; int const surface_ExtBoundCond(surface.ExtBoundCond); Real64 Tsky; @@ -1643,7 +1645,6 @@ namespace HeatBalFiniteDiffManager { if (surface_ExtBoundCond == Surf) { // adiabatic surface, PT added since it is not the same as interzone wall // as Outside Boundary Condition Object can be left blank. - auto &surfaceFD = s_hbfd->SurfaceFD(Surf); InteriorBCEqns(state, Delt, NodeIn, diff --git a/src/EnergyPlus/HeatBalFiniteDiffManager.hh b/src/EnergyPlus/HeatBalFiniteDiffManager.hh index b036667838c..ff93487911a 100644 --- a/src/EnergyPlus/HeatBalFiniteDiffManager.hh +++ b/src/EnergyPlus/HeatBalFiniteDiffManager.hh @@ -167,6 +167,7 @@ namespace HeatBalFiniteDiffManager { Array1D heatSourceEMSFluxLayerReport; Array1D heatSourceEMSFluxEnergyLayerReport; MaterialActuatorData enetActuator; // Sky LW radiation EMS override [W/m2] + Real64 enetActuatorReport = 0.0; // Reported sky LW radiation EMS override [W/m2], zero when inactive // Default Constructor SurfaceDataFD() : SourceNodeNum(0), QSource(0.0), GSloopCounter(0), MaxNodeDelTemp(0.0), EnthalpyM(0.0), EnthalpyF(0.0), PhaseChangeState(0) diff --git a/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc b/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc index 54d5b2eac9e..1f61a4eccc3 100644 --- a/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc +++ b/tst/EnergyPlus/unit/HeatBalFiniteDiffManager.unit.cc @@ -1129,6 +1129,7 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) Real64 const QRad_baseline = state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1); Real64 const CondFlux_baseline = state->dataHeatBalSurf->SurfOpaqOutFaceCondFlux(1); + EXPECT_EQ(surfFD.enetActuatorReport, 0.0); // With sky at -20C and surface at 20C, baseline has large net outgoing radiation → QRad negative EXPECT_LT(QRad_baseline, 0.0); @@ -1158,6 +1159,7 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) Real64 const QRad_enet0 = state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1); Real64 const CondFlux_enet0 = state->dataHeatBalSurf->SurfOpaqOutFaceCondFlux(1); + EXPECT_EQ(surfFD.enetActuatorReport, 0.0); // With Enet=0, no sky cooling, so surface should be warmer than baseline (where sky cools it) EXPECT_GT(TDT_enet0, TDT_baseline); // Sky at -20C vs surface at 20C → baseline has large outgoing radiation; Enet=0 removes that sky term @@ -1191,6 +1193,7 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) Real64 const QRad_enetNeg200 = state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1); Real64 const CondFlux_enetNeg200 = state->dataHeatBalSurf->SurfOpaqOutFaceCondFlux(1); + EXPECT_EQ(surfFD.enetActuatorReport, -200.0); // Enet=-200 is much stronger cooling than the default sky term, so surface should be colder EXPECT_LT(TDT_enetNeg200, TDT_baseline); @@ -1220,6 +1223,7 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) Real64 const QRad_enetPos200 = state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1); Real64 const CondFlux_enetPos200 = state->dataHeatBalSurf->SurfOpaqOutFaceCondFlux(1); + EXPECT_EQ(surfFD.enetActuatorReport, 200.0); // Enet=+200 W/m² net incoming → QRad sign flips positive (surface gains radiation) EXPECT_GT(QRad_enetPos200, 0.0); @@ -1238,7 +1242,8 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) // --- Sub-case 5: Actuator toggled back OFF → recovers baseline --- surfFD.enetActuator.isActuated = false; - surfFD.enetActuator.actuatedValue = 0.0; + // EMS Null clears the actuation flag but leaves the last numeric value in place. + surfFD.enetActuator.actuatedValue = 200.0; TDT_arr = 20.0; // reset ExteriorBCEqns(*state, @@ -1261,6 +1266,7 @@ TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride) EXPECT_NEAR(TDT_arr(nodeIdx), TDT_baseline, 1e-10); EXPECT_NEAR(state->dataHeatBalSurf->SurfQdotRadOutRepPerArea(1), QRad_baseline, 1e-10); EXPECT_NEAR(state->dataHeatBalSurf->SurfOpaqOutFaceCondFlux(1), CondFlux_baseline, 1e-10); + EXPECT_EQ(surfFD.enetActuatorReport, 0.0); } TEST_F(EnergyPlusFixture, HeatBalFiniteDiffManager_EnetActuatorOverride_CrankNicolson) From 0a957994cfae2aae7ed2bc683886b88c3e54c874 Mon Sep 17 00:00:00 2001 From: brianlball Date: Fri, 1 May 2026 08:15:13 -0500 Subject: [PATCH 14/16] remove test file testfiles/1ZoneCondFD_Enet_EMS.idf --- testfiles/1ZoneCondFD_Enet_EMS.idf | 395 ----------------------------- testfiles/CMakeLists.txt | 1 - 2 files changed, 396 deletions(-) delete mode 100644 testfiles/1ZoneCondFD_Enet_EMS.idf diff --git a/testfiles/1ZoneCondFD_Enet_EMS.idf b/testfiles/1ZoneCondFD_Enet_EMS.idf deleted file mode 100644 index f65c71e05bf..00000000000 --- a/testfiles/1ZoneCondFD_Enet_EMS.idf +++ /dev/null @@ -1,395 +0,0 @@ -!-Generator IDFEditor 1.34 -!-Option SortedOrder -! 1ZoneCondFD_Enet_EMS.idf -! EMS actuator test for CondFD sky LW radiation override. -! Based on 1ZoneCondFD_Enet_Test.idf with EMS program setting Enet = -200 W/m2. - - Version,26.1; - -!- =========== ALL OBJECTS IN CLASS: SIMULATIONCONTROL =========== - - SimulationControl, - No, !- Do Zone Sizing Calculation - No, !- Do System Sizing Calculation - No, !- Do Plant Sizing Calculation - Yes, !- Run Simulation for Sizing Periods - No, !- Run Simulation for Weather File Run Periods - No, !- Do HVAC Sizing Simulation for Sizing Periods - 1; !- Maximum Number of HVAC Sizing Simulation Passes - -!- =========== ALL OBJECTS IN CLASS: BUILDING =========== - - Building, - Enet LW Test Box, !- Name - 0, !- North Axis {deg} - Suburbs, !- Terrain - 0.04, !- Loads Convergence Tolerance Value {W} - 0.004, !- Temperature Convergence Tolerance Value {deltaC} - MinimalShadowing, !- Solar Distribution - 30, !- Maximum Number of Warmup Days - 6; !- Minimum Number of Warmup Days - -!- =========== ALL OBJECTS IN CLASS: ALGORITHMS =========== - - SurfaceConvectionAlgorithm:Inside,TARP; - - SurfaceConvectionAlgorithm:Outside,TARP; - - HeatBalanceAlgorithm,ConductionFiniteDifference; - - Timestep,20; - -!- =========== ALL OBJECTS IN CLASS: SITE:LOCATION =========== - - Site:Location, - Denver Centennial Golden N_CO_USA Design_Conditions, !- Name - 39.74, !- Latitude {deg} - -105.18, !- Longitude {deg} - -7.00, !- Time Zone {hr} - 1829.00; !- Elevation {m} - -!- =========== ALL OBJECTS IN CLASS: SIZINGPERIOD:DESIGNDAY =========== - - SizingPeriod:DesignDay, - Denver Centennial Golden Intl Arpt Ann Htg 99% Condns DB, !- Name - 12, !- Month - 21, !- Day of Month - WinterDesignDay, !- Day Type - -16, !- Maximum Dry-Bulb Temperature {C} - 0.0, !- Daily Dry-Bulb Temperature Range {deltaC} - , !- Dry-Bulb Temperature Range Modifier Type - , !- Dry-Bulb Temperature Range Modifier Day Schedule Name - Wetbulb, !- Humidity Condition Type - -16, !- Wetbulb or DewPoint at Maximum Dry-Bulb {C} - , !- Humidity Condition Day Schedule Name - , !- Humidity Ratio at Maximum Dry-Bulb {kgWater/kgDryAir} - , !- Enthalpy at Maximum Dry-Bulb {J/kg} - , !- Daily Wet-Bulb Temperature Range {deltaC} - 83411., !- Barometric Pressure {Pa} - 2.3, !- Wind Speed {m/s} - 180, !- Wind Direction {deg} - No, !- Rain Indicator - No, !- Snow Indicator - No, !- Daylight Saving Time Indicator - ASHRAEClearSky, !- Solar Model Indicator - , !- Beam Solar Day Schedule Name - , !- Diffuse Solar Day Schedule Name - , !- ASHRAE Clear Sky Optical Depth for Beam Irradiance (taub) {dimensionless} - , !- ASHRAE Clear Sky Optical Depth for Diffuse Irradiance (taud) {dimensionless} - 0.00; !- Sky Clearness - - SizingPeriod:DesignDay, - Denver Centennial Golden Intl Arpt Ann Clg 1% Condns DB=>MWB, !- Name - 7, !- Month - 21, !- Day of Month - SummerDesignDay, !- Day Type - 32.6, !- Maximum Dry-Bulb Temperature {C} - 15.2, !- Daily Dry-Bulb Temperature Range {deltaC} - , !- Dry-Bulb Temperature Range Modifier Type - , !- Dry-Bulb Temperature Range Modifier Day Schedule Name - Wetbulb, !- Humidity Condition Type - 15.6, !- Wetbulb or DewPoint at Maximum Dry-Bulb {C} - , !- Humidity Condition Day Schedule Name - , !- Humidity Ratio at Maximum Dry-Bulb {kgWater/kgDryAir} - , !- Enthalpy at Maximum Dry-Bulb {J/kg} - , !- Daily Wet-Bulb Temperature Range {deltaC} - 83411., !- Barometric Pressure {Pa} - 4, !- Wind Speed {m/s} - 120, !- Wind Direction {deg} - No, !- Rain Indicator - No, !- Snow Indicator - No, !- Daylight Saving Time Indicator - ASHRAEClearSky, !- Solar Model Indicator - , !- Beam Solar Day Schedule Name - , !- Diffuse Solar Day Schedule Name - , !- ASHRAE Clear Sky Optical Depth for Beam Irradiance (taub) {dimensionless} - , !- ASHRAE Clear Sky Optical Depth for Diffuse Irradiance (taud) {dimensionless} - 1.00; !- Sky Clearness - -!- =========== ALL OBJECTS IN CLASS: SITE:GROUNDTEMPERATURE:BUILDINGSURFACE =========== - - Site:GroundTemperature:BuildingSurface,18.89,18.92,19.02,19.12,19.21,19.23,19.07,19.32,19.09,19.21,19.13,18.96; - -!- =========== ALL OBJECTS IN CLASS: SCHEDULETYPELIMITS =========== - - ScheduleTypeLimits, - Fraction, !- Name - 0.0, !- Lower Limit Value - 1.0, !- Upper Limit Value - CONTINUOUS; !- Numeric Type - - ScheduleTypeLimits, - On/Off, !- Name - 0, !- Lower Limit Value - 1, !- Upper Limit Value - DISCRETE; !- Numeric Type - -!- =========== ALL OBJECTS IN CLASS: SCHEDULES =========== - - Schedule:Day:Hourly, - On, !- Name - On/Off, !- Schedule Type Limits Name - 1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1., - 1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.; - - Schedule:Week:Daily, - On Weeks, !- Name - On,On,On,On,On,On,On,On,On,On,On,On; - - Schedule:Year, - AlwaysOn, !- Name - On/Off, !- Schedule Type Limits Name - On Weeks, !- Schedule:Week Name 1 - 1, !- Start Month 1 - 1, !- Start Day 1 - 12, !- End Month 1 - 31; !- End Day 1 - -!- =========== ALL OBJECTS IN CLASS: MATERIAL =========== - - Material, - C5 - 4 IN HW CONCRETE, !- Name - MediumRough, !- Roughness - 0.1014984, !- Thickness {m} - 1.729577, !- Conductivity {W/m-K} - 2242.585, !- Density {kg/m3} - 836.8000, !- Specific Heat {J/kg-K} - 0.9000000, !- Thermal Absorptance - 0.6500000, !- Solar Absorptance - 0.6500000; !- Visible Absorptance - -!- =========== ALL OBJECTS IN CLASS: MATERIAL:NOMASS =========== - - Material:NoMass, - R13LAYER, !- Name - Rough, !- Roughness - 2.290965, !- Thermal Resistance {m2-K/W} - 0.9000000, !- Thermal Absorptance - 0.7500000, !- Solar Absorptance - 0.7500000; !- Visible Absorptance - -!- =========== ALL OBJECTS IN CLASS: CONSTRUCTION =========== - - Construction, - R13WALL, !- Name - R13LAYER; !- Outside Layer - - Construction, - FLOOR, !- Name - C5 - 4 IN HW CONCRETE; !- Outside Layer - - Construction, - ROOF_CONCRETE, !- Name - C5 - 4 IN HW CONCRETE; !- Outside Layer - -!- =========== ALL OBJECTS IN CLASS: GLOBALGEOMETRYRULES =========== - - GlobalGeometryRules, - UpperLeftCorner, !- Starting Vertex Position - CounterClockWise, !- Vertex Entry Direction - World; !- Coordinate System - -!- =========== ALL OBJECTS IN CLASS: ZONE =========== - - Zone, - ZONE ONE, !- Name - 0, !- Direction of Relative North {deg} - 0, !- X Origin {m} - 0, !- Y Origin {m} - 0, !- Z Origin {m} - 1, !- Type - 1, !- Multiplier - autocalculate, !- Ceiling Height {m} - autocalculate; !- Volume {m3} - -!- =========== ALL OBJECTS IN CLASS: BUILDINGSURFACE:DETAILED =========== - - BuildingSurface:Detailed, - Zn001:Wall001, !- Name - Wall, !- Surface Type - R13WALL, !- Construction Name - ZONE ONE, !- Zone Name - , !- Space Name - Outdoors, !- Outside Boundary Condition - , !- Outside Boundary Condition Object - SunExposed, !- Sun Exposure - WindExposed, !- Wind Exposure - 0.5000000, !- View Factor to Ground - 4, !- Number of Vertices - 0,0,4.572000, !- X,Y,Z ==> Vertex 1 {m} - 0,0,0, !- X,Y,Z ==> Vertex 2 {m} - 15.24000,0,0, !- X,Y,Z ==> Vertex 3 {m} - 15.24000,0,4.572000; !- X,Y,Z ==> Vertex 4 {m} - - BuildingSurface:Detailed, - Zn001:Wall002, !- Name - Wall, !- Surface Type - R13WALL, !- Construction Name - ZONE ONE, !- Zone Name - , !- Space Name - Outdoors, !- Outside Boundary Condition - , !- Outside Boundary Condition Object - SunExposed, !- Sun Exposure - WindExposed, !- Wind Exposure - 0.5000000, !- View Factor to Ground - 4, !- Number of Vertices - 15.24000,0,4.572000, !- X,Y,Z ==> Vertex 1 {m} - 15.24000,0,0, !- X,Y,Z ==> Vertex 2 {m} - 15.24000,15.24000,0, !- X,Y,Z ==> Vertex 3 {m} - 15.24000,15.24000,4.572000; !- X,Y,Z ==> Vertex 4 {m} - - BuildingSurface:Detailed, - Zn001:Wall003, !- Name - Wall, !- Surface Type - R13WALL, !- Construction Name - ZONE ONE, !- Zone Name - , !- Space Name - Outdoors, !- Outside Boundary Condition - , !- Outside Boundary Condition Object - SunExposed, !- Sun Exposure - WindExposed, !- Wind Exposure - 0.5000000, !- View Factor to Ground - 4, !- Number of Vertices - 15.24000,15.24000,4.572000, !- X,Y,Z ==> Vertex 1 {m} - 15.24000,15.24000,0, !- X,Y,Z ==> Vertex 2 {m} - 0,15.24000,0, !- X,Y,Z ==> Vertex 3 {m} - 0,15.24000,4.572000; !- X,Y,Z ==> Vertex 4 {m} - - BuildingSurface:Detailed, - Zn001:Wall004, !- Name - Wall, !- Surface Type - R13WALL, !- Construction Name - ZONE ONE, !- Zone Name - , !- Space Name - Outdoors, !- Outside Boundary Condition - , !- Outside Boundary Condition Object - SunExposed, !- Sun Exposure - WindExposed, !- Wind Exposure - 0.5000000, !- View Factor to Ground - 4, !- Number of Vertices - 0,15.24000,4.572000, !- X,Y,Z ==> Vertex 1 {m} - 0,15.24000,0, !- X,Y,Z ==> Vertex 2 {m} - 0,0,0, !- X,Y,Z ==> Vertex 3 {m} - 0,0,4.572000; !- X,Y,Z ==> Vertex 4 {m} - - BuildingSurface:Detailed, - Zn001:Flr001, !- Name - Floor, !- Surface Type - FLOOR, !- Construction Name - ZONE ONE, !- Zone Name - , !- Space Name - Surface, !- Outside Boundary Condition - Zn001:Flr001, !- Outside Boundary Condition Object - NoSun, !- Sun Exposure - NoWind, !- Wind Exposure - 1.000000, !- View Factor to Ground - 4, !- Number of Vertices - 15.24000,0.000000,0.0, !- X,Y,Z ==> Vertex 1 {m} - 0.000000,0.000000,0.0, !- X,Y,Z ==> Vertex 2 {m} - 0.000000,15.24000,0.0, !- X,Y,Z ==> Vertex 3 {m} - 15.24000,15.24000,0.0; !- X,Y,Z ==> Vertex 4 {m} - - BuildingSurface:Detailed, - Zn001:Roof001, !- Name - Roof, !- Surface Type - ROOF_CONCRETE, !- Construction Name - ZONE ONE, !- Zone Name - , !- Space Name - Outdoors, !- Outside Boundary Condition - , !- Outside Boundary Condition Object - SunExposed, !- Sun Exposure - WindExposed, !- Wind Exposure - 0, !- View Factor to Ground - 4, !- Number of Vertices - 0.000000,15.24000,4.572, !- X,Y,Z ==> Vertex 1 {m} - 0.000000,0.000000,4.572, !- X,Y,Z ==> Vertex 2 {m} - 15.24000,0.000000,4.572, !- X,Y,Z ==> Vertex 3 {m} - 15.24000,15.24000,4.572; !- X,Y,Z ==> Vertex 4 {m} - -!- =========== ALL OBJECTS IN CLASS: EXTERIOR:LIGHTS =========== - - Exterior:Lights, - ExtLights, !- Name - AlwaysOn, !- Schedule Name - 5250, !- Design Level {W} - AstronomicalClock, !- Control Option - Grounds Lights; !- End-Use Subcategory - -!- =========== ALL OBJECTS IN CLASS: OUTPUT =========== - - Output:VariableDictionary,regular,Name; - - Output:Table:SummaryReports, - AllSummary; !- Report 1 Name - - OutputControl:Table:Style, - Comma; !- Column Separator (CSV for post-processing) - - Output:SQLite, - SimpleAndTabular; !- Option Type - - Output:Diagnostics, - DisplayAdvancedReportVariables; !- Key 1 - -! --- Environment --- - Output:Variable,*,Site Outdoor Air Drybulb Temperature,timestep; - Output:Variable,*,Site Sky Temperature,timestep; - -! --- Zone --- - Output:Variable,*,Zone Mean Air Temperature,timestep; - Output:Variable,*,Zone Mean Radiant Temperature,timestep; - -! --- Surface temperatures --- - Output:Variable,*,Surface Inside Face Temperature,timestep; - Output:Variable,*,Surface Outside Face Temperature,timestep; - -! --- Conduction through wall --- - Output:Variable,*,Surface Inside Face Conduction Heat Transfer Rate per Area,timestep; - Output:Variable,*,Surface Outside Face Conduction Heat Transfer Rate per Area,timestep; - -! --- LW radiation (Q_LWR) — the target for Enet override --- - Output:Variable,*,Surface Outside Face Net Thermal Radiation Heat Gain Rate per Area,timestep; - Output:Variable,*,Surface Outside Face Net Thermal Radiation Heat Gain Rate,timestep; - Output:Variable,*,Surface Outside Face Net Thermal Radiation Heat Gain Energy,timestep; - -! --- LW radiation coefficient breakdown --- - Output:Variable,*,Surface Outside Face Thermal Radiation to Air Heat Transfer Coefficient,timestep; - Output:Variable,*,Surface Outside Face Thermal Radiation to Sky Heat Transfer Coefficient,timestep; - Output:Variable,*,Surface Outside Face Thermal Radiation to Ground Heat Transfer Coefficient,timestep; - Output:Variable,*,Surface Outside Face Thermal Radiation to Air Heat Transfer Rate,timestep; - Output:Variable,*,Surface Outside Face Heat Emission to Air Rate,timestep; - -! --- Convection (should be unchanged between baseline and Enet runs) --- - Output:Variable,*,Surface Outside Face Convection Heat Gain Rate per Area,timestep; - Output:Variable,*,Surface Outside Face Convection Heat Transfer Coefficient,timestep; - -! --- Inside face (not modified by Enet, for reference) --- - Output:Variable,*,Surface Inside Face Convection Heat Transfer Coefficient,timestep; - Output:Variable,*,Surface Inside Face Net Surface Thermal Radiation Heat Gain Rate per Area,timestep; - -! --- CondFD node temperatures --- - Output:Variable,*,CondFD Surface Temperature Node 1,timestep; - Output:Variable,*,CondFD Surface Temperature Node 2,timestep; - Output:Variable,*,CondFD Surface Temperature Node 3,timestep; - Output:Variable,*,CondFD Surface Temperature Node 4,timestep; - Output:Variable,*,CondFD Surface Temperature Node 5,timestep; - -! --- EMS Sky LW override output --- - Output:Variable,*,CondFD EMS Sky Longwave Radiation Override Heat Flux,timestep; - -! --- EMS Actuator: override sky LW radiation on roof --- - - EnergyManagementSystem:Actuator, - EnetOverride, !- Name - Zn001:Roof001, !- Actuated Component Unique Name - CondFD Surface, !- Actuated Component Type - Sky Longwave Radiation Override; !- Actuated Component Control Type - - EnergyManagementSystem:ProgramCallingManager, - Enet Override Manager, !- Name - BeginTimestepBeforePredictor, !- EnergyPlus Model Calling Point - SetEnetProgram; !- Program Name 1 - - EnergyManagementSystem:Program, - SetEnetProgram, !- Name - Set EnetOverride = -200.0; !- W/m2 (negative = sky cooling) diff --git a/testfiles/CMakeLists.txt b/testfiles/CMakeLists.txt index cd09d458c8a..5c937f4b575 100644 --- a/testfiles/CMakeLists.txt +++ b/testfiles/CMakeLists.txt @@ -28,7 +28,6 @@ add_simulation_test(IDF_FILE _1ZoneUncontrolled_9161.idf EPW_FILE weather_file_i add_simulation_test(IDF_FILE 1ZoneUncontrolled3SurfaceZone.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw) add_simulation_test(IDF_FILE 1ZoneUncontrolledAnnualOutputs.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw) add_simulation_test(IDF_FILE 1ZoneCondFD_Enet_Test.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw DESIGN_DAY_ONLY) -add_simulation_test(IDF_FILE 1ZoneCondFD_Enet_EMS.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw DESIGN_DAY_ONLY) add_simulation_test(IDF_FILE 1ZoneUncontrolledCondFDWithVariableKat24C.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw) add_simulation_test(IDF_FILE 1ZoneUncontrolledFourAlgorithms.idf EPW_FILE 94810-1956.epw) add_simulation_test(IDF_FILE 1ZoneUncontrolledResLayers.idf EPW_FILE 94810-1956.epw) From 18311ae32bbbdeb805529356e0e1ec1aea47997f Mon Sep 17 00:00:00 2001 From: brianlball Date: Fri, 1 May 2026 10:20:11 -0500 Subject: [PATCH 15/16] remove testfiles/1ZoneCondFD_Enet_Test.idf --- testfiles/1ZoneCondFD_Enet_Test.idf | 377 ---------------------------- testfiles/CMakeLists.txt | 1 - 2 files changed, 378 deletions(-) delete mode 100644 testfiles/1ZoneCondFD_Enet_Test.idf diff --git a/testfiles/1ZoneCondFD_Enet_Test.idf b/testfiles/1ZoneCondFD_Enet_Test.idf deleted file mode 100644 index 280f5427280..00000000000 --- a/testfiles/1ZoneCondFD_Enet_Test.idf +++ /dev/null @@ -1,377 +0,0 @@ -!-Generator IDFEditor 1.34 -!-Option SortedOrder -! 1ZoneCondFD_Enet_Test.idf -! Simple 1-zone box with CondFD heat balance for testing Enet (LW radiation override). -! Based on 1ZoneUncontrolledCondFDWithVariableKat24C.idf. -! Changes: plain HW concrete roof (no variable-K), comprehensive outside face -! heat balance outputs at timestep frequency, CSV output format. - - Version,26.1; - -!- =========== ALL OBJECTS IN CLASS: SIMULATIONCONTROL =========== - - SimulationControl, - No, !- Do Zone Sizing Calculation - No, !- Do System Sizing Calculation - No, !- Do Plant Sizing Calculation - Yes, !- Run Simulation for Sizing Periods - No, !- Run Simulation for Weather File Run Periods - No, !- Do HVAC Sizing Simulation for Sizing Periods - 1; !- Maximum Number of HVAC Sizing Simulation Passes - -!- =========== ALL OBJECTS IN CLASS: BUILDING =========== - - Building, - Enet LW Test Box, !- Name - 0, !- North Axis {deg} - Suburbs, !- Terrain - 0.04, !- Loads Convergence Tolerance Value {W} - 0.004, !- Temperature Convergence Tolerance Value {deltaC} - MinimalShadowing, !- Solar Distribution - 30, !- Maximum Number of Warmup Days - 6; !- Minimum Number of Warmup Days - -!- =========== ALL OBJECTS IN CLASS: ALGORITHMS =========== - - SurfaceConvectionAlgorithm:Inside,TARP; - - SurfaceConvectionAlgorithm:Outside,TARP; - - HeatBalanceAlgorithm,ConductionFiniteDifference; - - Timestep,20; - -!- =========== ALL OBJECTS IN CLASS: SITE:LOCATION =========== - - Site:Location, - Denver Centennial Golden N_CO_USA Design_Conditions, !- Name - 39.74, !- Latitude {deg} - -105.18, !- Longitude {deg} - -7.00, !- Time Zone {hr} - 1829.00; !- Elevation {m} - -!- =========== ALL OBJECTS IN CLASS: SIZINGPERIOD:DESIGNDAY =========== - - SizingPeriod:DesignDay, - Denver Centennial Golden Intl Arpt Ann Htg 99% Condns DB, !- Name - 12, !- Month - 21, !- Day of Month - WinterDesignDay, !- Day Type - -16, !- Maximum Dry-Bulb Temperature {C} - 0.0, !- Daily Dry-Bulb Temperature Range {deltaC} - , !- Dry-Bulb Temperature Range Modifier Type - , !- Dry-Bulb Temperature Range Modifier Day Schedule Name - Wetbulb, !- Humidity Condition Type - -16, !- Wetbulb or DewPoint at Maximum Dry-Bulb {C} - , !- Humidity Condition Day Schedule Name - , !- Humidity Ratio at Maximum Dry-Bulb {kgWater/kgDryAir} - , !- Enthalpy at Maximum Dry-Bulb {J/kg} - , !- Daily Wet-Bulb Temperature Range {deltaC} - 83411., !- Barometric Pressure {Pa} - 2.3, !- Wind Speed {m/s} - 180, !- Wind Direction {deg} - No, !- Rain Indicator - No, !- Snow Indicator - No, !- Daylight Saving Time Indicator - ASHRAEClearSky, !- Solar Model Indicator - , !- Beam Solar Day Schedule Name - , !- Diffuse Solar Day Schedule Name - , !- ASHRAE Clear Sky Optical Depth for Beam Irradiance (taub) {dimensionless} - , !- ASHRAE Clear Sky Optical Depth for Diffuse Irradiance (taud) {dimensionless} - 0.00; !- Sky Clearness - - SizingPeriod:DesignDay, - Denver Centennial Golden Intl Arpt Ann Clg 1% Condns DB=>MWB, !- Name - 7, !- Month - 21, !- Day of Month - SummerDesignDay, !- Day Type - 32.6, !- Maximum Dry-Bulb Temperature {C} - 15.2, !- Daily Dry-Bulb Temperature Range {deltaC} - , !- Dry-Bulb Temperature Range Modifier Type - , !- Dry-Bulb Temperature Range Modifier Day Schedule Name - Wetbulb, !- Humidity Condition Type - 15.6, !- Wetbulb or DewPoint at Maximum Dry-Bulb {C} - , !- Humidity Condition Day Schedule Name - , !- Humidity Ratio at Maximum Dry-Bulb {kgWater/kgDryAir} - , !- Enthalpy at Maximum Dry-Bulb {J/kg} - , !- Daily Wet-Bulb Temperature Range {deltaC} - 83411., !- Barometric Pressure {Pa} - 4, !- Wind Speed {m/s} - 120, !- Wind Direction {deg} - No, !- Rain Indicator - No, !- Snow Indicator - No, !- Daylight Saving Time Indicator - ASHRAEClearSky, !- Solar Model Indicator - , !- Beam Solar Day Schedule Name - , !- Diffuse Solar Day Schedule Name - , !- ASHRAE Clear Sky Optical Depth for Beam Irradiance (taub) {dimensionless} - , !- ASHRAE Clear Sky Optical Depth for Diffuse Irradiance (taud) {dimensionless} - 1.00; !- Sky Clearness - -!- =========== ALL OBJECTS IN CLASS: SITE:GROUNDTEMPERATURE:BUILDINGSURFACE =========== - - Site:GroundTemperature:BuildingSurface,18.89,18.92,19.02,19.12,19.21,19.23,19.07,19.32,19.09,19.21,19.13,18.96; - -!- =========== ALL OBJECTS IN CLASS: SCHEDULETYPELIMITS =========== - - ScheduleTypeLimits, - Fraction, !- Name - 0.0, !- Lower Limit Value - 1.0, !- Upper Limit Value - CONTINUOUS; !- Numeric Type - - ScheduleTypeLimits, - On/Off, !- Name - 0, !- Lower Limit Value - 1, !- Upper Limit Value - DISCRETE; !- Numeric Type - -!- =========== ALL OBJECTS IN CLASS: SCHEDULES =========== - - Schedule:Day:Hourly, - On, !- Name - On/Off, !- Schedule Type Limits Name - 1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1., - 1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.; - - Schedule:Week:Daily, - On Weeks, !- Name - On,On,On,On,On,On,On,On,On,On,On,On; - - Schedule:Year, - AlwaysOn, !- Name - On/Off, !- Schedule Type Limits Name - On Weeks, !- Schedule:Week Name 1 - 1, !- Start Month 1 - 1, !- Start Day 1 - 12, !- End Month 1 - 31; !- End Day 1 - -!- =========== ALL OBJECTS IN CLASS: MATERIAL =========== - - Material, - C5 - 4 IN HW CONCRETE, !- Name - MediumRough, !- Roughness - 0.1014984, !- Thickness {m} - 1.729577, !- Conductivity {W/m-K} - 2242.585, !- Density {kg/m3} - 836.8000, !- Specific Heat {J/kg-K} - 0.9000000, !- Thermal Absorptance - 0.6500000, !- Solar Absorptance - 0.6500000; !- Visible Absorptance - -!- =========== ALL OBJECTS IN CLASS: MATERIAL:NOMASS =========== - - Material:NoMass, - R13LAYER, !- Name - Rough, !- Roughness - 2.290965, !- Thermal Resistance {m2-K/W} - 0.9000000, !- Thermal Absorptance - 0.7500000, !- Solar Absorptance - 0.7500000; !- Visible Absorptance - -!- =========== ALL OBJECTS IN CLASS: CONSTRUCTION =========== - - Construction, - R13WALL, !- Name - R13LAYER; !- Outside Layer - - Construction, - FLOOR, !- Name - C5 - 4 IN HW CONCRETE; !- Outside Layer - - Construction, - ROOF_CONCRETE, !- Name - C5 - 4 IN HW CONCRETE; !- Outside Layer - -!- =========== ALL OBJECTS IN CLASS: GLOBALGEOMETRYRULES =========== - - GlobalGeometryRules, - UpperLeftCorner, !- Starting Vertex Position - CounterClockWise, !- Vertex Entry Direction - World; !- Coordinate System - -!- =========== ALL OBJECTS IN CLASS: ZONE =========== - - Zone, - ZONE ONE, !- Name - 0, !- Direction of Relative North {deg} - 0, !- X Origin {m} - 0, !- Y Origin {m} - 0, !- Z Origin {m} - 1, !- Type - 1, !- Multiplier - autocalculate, !- Ceiling Height {m} - autocalculate; !- Volume {m3} - -!- =========== ALL OBJECTS IN CLASS: BUILDINGSURFACE:DETAILED =========== - - BuildingSurface:Detailed, - Zn001:Wall001, !- Name - Wall, !- Surface Type - R13WALL, !- Construction Name - ZONE ONE, !- Zone Name - , !- Space Name - Outdoors, !- Outside Boundary Condition - , !- Outside Boundary Condition Object - SunExposed, !- Sun Exposure - WindExposed, !- Wind Exposure - 0.5000000, !- View Factor to Ground - 4, !- Number of Vertices - 0,0,4.572000, !- X,Y,Z ==> Vertex 1 {m} - 0,0,0, !- X,Y,Z ==> Vertex 2 {m} - 15.24000,0,0, !- X,Y,Z ==> Vertex 3 {m} - 15.24000,0,4.572000; !- X,Y,Z ==> Vertex 4 {m} - - BuildingSurface:Detailed, - Zn001:Wall002, !- Name - Wall, !- Surface Type - R13WALL, !- Construction Name - ZONE ONE, !- Zone Name - , !- Space Name - Outdoors, !- Outside Boundary Condition - , !- Outside Boundary Condition Object - SunExposed, !- Sun Exposure - WindExposed, !- Wind Exposure - 0.5000000, !- View Factor to Ground - 4, !- Number of Vertices - 15.24000,0,4.572000, !- X,Y,Z ==> Vertex 1 {m} - 15.24000,0,0, !- X,Y,Z ==> Vertex 2 {m} - 15.24000,15.24000,0, !- X,Y,Z ==> Vertex 3 {m} - 15.24000,15.24000,4.572000; !- X,Y,Z ==> Vertex 4 {m} - - BuildingSurface:Detailed, - Zn001:Wall003, !- Name - Wall, !- Surface Type - R13WALL, !- Construction Name - ZONE ONE, !- Zone Name - , !- Space Name - Outdoors, !- Outside Boundary Condition - , !- Outside Boundary Condition Object - SunExposed, !- Sun Exposure - WindExposed, !- Wind Exposure - 0.5000000, !- View Factor to Ground - 4, !- Number of Vertices - 15.24000,15.24000,4.572000, !- X,Y,Z ==> Vertex 1 {m} - 15.24000,15.24000,0, !- X,Y,Z ==> Vertex 2 {m} - 0,15.24000,0, !- X,Y,Z ==> Vertex 3 {m} - 0,15.24000,4.572000; !- X,Y,Z ==> Vertex 4 {m} - - BuildingSurface:Detailed, - Zn001:Wall004, !- Name - Wall, !- Surface Type - R13WALL, !- Construction Name - ZONE ONE, !- Zone Name - , !- Space Name - Outdoors, !- Outside Boundary Condition - , !- Outside Boundary Condition Object - SunExposed, !- Sun Exposure - WindExposed, !- Wind Exposure - 0.5000000, !- View Factor to Ground - 4, !- Number of Vertices - 0,15.24000,4.572000, !- X,Y,Z ==> Vertex 1 {m} - 0,15.24000,0, !- X,Y,Z ==> Vertex 2 {m} - 0,0,0, !- X,Y,Z ==> Vertex 3 {m} - 0,0,4.572000; !- X,Y,Z ==> Vertex 4 {m} - - BuildingSurface:Detailed, - Zn001:Flr001, !- Name - Floor, !- Surface Type - FLOOR, !- Construction Name - ZONE ONE, !- Zone Name - , !- Space Name - Surface, !- Outside Boundary Condition - Zn001:Flr001, !- Outside Boundary Condition Object - NoSun, !- Sun Exposure - NoWind, !- Wind Exposure - 1.000000, !- View Factor to Ground - 4, !- Number of Vertices - 15.24000,0.000000,0.0, !- X,Y,Z ==> Vertex 1 {m} - 0.000000,0.000000,0.0, !- X,Y,Z ==> Vertex 2 {m} - 0.000000,15.24000,0.0, !- X,Y,Z ==> Vertex 3 {m} - 15.24000,15.24000,0.0; !- X,Y,Z ==> Vertex 4 {m} - - BuildingSurface:Detailed, - Zn001:Roof001, !- Name - Roof, !- Surface Type - ROOF_CONCRETE, !- Construction Name - ZONE ONE, !- Zone Name - , !- Space Name - Outdoors, !- Outside Boundary Condition - , !- Outside Boundary Condition Object - SunExposed, !- Sun Exposure - WindExposed, !- Wind Exposure - 0, !- View Factor to Ground - 4, !- Number of Vertices - 0.000000,15.24000,4.572, !- X,Y,Z ==> Vertex 1 {m} - 0.000000,0.000000,4.572, !- X,Y,Z ==> Vertex 2 {m} - 15.24000,0.000000,4.572, !- X,Y,Z ==> Vertex 3 {m} - 15.24000,15.24000,4.572; !- X,Y,Z ==> Vertex 4 {m} - -!- =========== ALL OBJECTS IN CLASS: EXTERIOR:LIGHTS =========== - - Exterior:Lights, - ExtLights, !- Name - AlwaysOn, !- Schedule Name - 5250, !- Design Level {W} - AstronomicalClock, !- Control Option - Grounds Lights; !- End-Use Subcategory - -!- =========== ALL OBJECTS IN CLASS: OUTPUT =========== - - Output:VariableDictionary,regular,Name; - - Output:Table:SummaryReports, - AllSummary; !- Report 1 Name - - OutputControl:Table:Style, - Comma; !- Column Separator (CSV for post-processing) - - Output:SQLite, - SimpleAndTabular; !- Option Type - - Output:Diagnostics, - DisplayAdvancedReportVariables; !- Key 1 - -! --- Environment --- - Output:Variable,*,Site Outdoor Air Drybulb Temperature,timestep; - Output:Variable,*,Site Sky Temperature,timestep; - -! --- Zone --- - Output:Variable,*,Zone Mean Air Temperature,timestep; - Output:Variable,*,Zone Mean Radiant Temperature,timestep; - -! --- Surface temperatures --- - Output:Variable,*,Surface Inside Face Temperature,timestep; - Output:Variable,*,Surface Outside Face Temperature,timestep; - -! --- Conduction through wall --- - Output:Variable,*,Surface Inside Face Conduction Heat Transfer Rate per Area,timestep; - Output:Variable,*,Surface Outside Face Conduction Heat Transfer Rate per Area,timestep; - -! --- LW radiation (Q_LWR) — the target for Enet override --- - Output:Variable,*,Surface Outside Face Net Thermal Radiation Heat Gain Rate per Area,timestep; - Output:Variable,*,Surface Outside Face Net Thermal Radiation Heat Gain Rate,timestep; - Output:Variable,*,Surface Outside Face Net Thermal Radiation Heat Gain Energy,timestep; - -! --- LW radiation coefficient breakdown --- - Output:Variable,*,Surface Outside Face Thermal Radiation to Air Heat Transfer Coefficient,timestep; - Output:Variable,*,Surface Outside Face Thermal Radiation to Sky Heat Transfer Coefficient,timestep; - Output:Variable,*,Surface Outside Face Thermal Radiation to Ground Heat Transfer Coefficient,timestep; - Output:Variable,*,Surface Outside Face Thermal Radiation to Air Heat Transfer Rate,timestep; - Output:Variable,*,Surface Outside Face Heat Emission to Air Rate,timestep; - -! --- Convection (should be unchanged between baseline and Enet runs) --- - Output:Variable,*,Surface Outside Face Convection Heat Gain Rate per Area,timestep; - Output:Variable,*,Surface Outside Face Convection Heat Transfer Coefficient,timestep; - -! --- Inside face (not modified by Enet, for reference) --- - Output:Variable,*,Surface Inside Face Convection Heat Transfer Coefficient,timestep; - Output:Variable,*,Surface Inside Face Net Surface Thermal Radiation Heat Gain Rate per Area,timestep; - -! --- CondFD node temperatures --- - Output:Variable,*,CondFD Surface Temperature Node 1,timestep; - Output:Variable,*,CondFD Surface Temperature Node 2,timestep; - Output:Variable,*,CondFD Surface Temperature Node 3,timestep; - Output:Variable,*,CondFD Surface Temperature Node 4,timestep; - Output:Variable,*,CondFD Surface Temperature Node 5,timestep; diff --git a/testfiles/CMakeLists.txt b/testfiles/CMakeLists.txt index 5c937f4b575..51460f3b727 100644 --- a/testfiles/CMakeLists.txt +++ b/testfiles/CMakeLists.txt @@ -27,7 +27,6 @@ add_simulation_test(IDF_FILE 1ZoneUncontrolled.idf EPW_FILE USA_CO_Golden-NREL.7 add_simulation_test(IDF_FILE _1ZoneUncontrolled_9161.idf EPW_FILE weather_file_issue_9161.epw) add_simulation_test(IDF_FILE 1ZoneUncontrolled3SurfaceZone.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw) add_simulation_test(IDF_FILE 1ZoneUncontrolledAnnualOutputs.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw) -add_simulation_test(IDF_FILE 1ZoneCondFD_Enet_Test.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw DESIGN_DAY_ONLY) add_simulation_test(IDF_FILE 1ZoneUncontrolledCondFDWithVariableKat24C.idf EPW_FILE USA_CO_Golden-NREL.724666_TMY3.epw) add_simulation_test(IDF_FILE 1ZoneUncontrolledFourAlgorithms.idf EPW_FILE 94810-1956.epw) add_simulation_test(IDF_FILE 1ZoneUncontrolledResLayers.idf EPW_FILE 94810-1956.epw) From e0e25e0db8f701cbe21403c80c9190cdee740dfb Mon Sep 17 00:00:00 2001 From: Matt Mitchell Date: Sat, 2 May 2026 12:56:32 -0600 Subject: [PATCH 16/16] reduce sky longwave rad actuator conditionals usage --- src/EnergyPlus/HeatBalFiniteDiffManager.cc | 72 ++++++---------------- 1 file changed, 20 insertions(+), 52 deletions(-) diff --git a/src/EnergyPlus/HeatBalFiniteDiffManager.cc b/src/EnergyPlus/HeatBalFiniteDiffManager.cc index db65e050711..2334d98c06d 100644 --- a/src/EnergyPlus/HeatBalFiniteDiffManager.cc +++ b/src/EnergyPlus/HeatBalFiniteDiffManager.cc @@ -1718,7 +1718,6 @@ namespace HeatBalFiniteDiffManager { // Boundary Conditions from Simulation for Exterior Real64 const hconvo(state.dataMstBal->HConvExtFD(Surf)); - Real64 const hrad(state.dataMstBal->HAirFD(Surf)); Real64 const hsky(state.dataMstBal->HSkyFD(Surf)); Real64 const hgnd(state.dataMstBal->HGrndFD(Surf)); @@ -1726,7 +1725,11 @@ namespace HeatBalFiniteDiffManager { Real64 const Toa(state.dataMstBal->TempOutsideAirFD(Surf)); Real64 const Tgnd(Tgndsurface); Real64 const Tsurr(TsurrSurface); + + // Sky longwave radiation actuator and reusable variables auto const &enetAct = s_hbfd->SurfaceFD(Surf).enetActuator; + Real64 const eHsky = (enetAct.isActuated) ? 0.0 : hsky; + Real64 const eHskyTsky = (enetAct.isActuated) ? enetAct.actuatedValue : hsky * Tsky; if (surface.HeatTransferAlgorithm == DataSurfaces::HeatTransferModel::CondFD) { @@ -1744,13 +1747,8 @@ namespace HeatBalFiniteDiffManager { if (mat->ROnly || mat->group == Material::Group::AirGap) { // R Layer or Air Layer ********** // Use algebraic equation for TDT based on R Real64 const Rlayer(mat->Resistance); - if (enetAct.isActuated) { - TDT_i = (TDT_p + (QRadSWOutFD + hgnd * Tgnd + (hconvo + hrad) * Toa + enetAct.actuatedValue + hsurr * Tsurr) * Rlayer) / - (1.0 + (hconvo + hgnd + hrad + hsurr) * Rlayer); - } else { - TDT_i = (TDT_p + (QRadSWOutFD + hgnd * Tgnd + (hconvo + hrad) * Toa + hsky * Tsky + hsurr * Tsurr) * Rlayer) / - (1.0 + (hconvo + hgnd + hrad + hsky + hsurr) * Rlayer); - } + TDT_i = (TDT_p + (QRadSWOutFD + hgnd * Tgnd + (hconvo + hrad) * Toa + eHskyTsky + hsurr * Tsurr) * Rlayer) / + (1.0 + (hconvo + hgnd + hrad + eHsky + hsurr) * Rlayer); } else { // Regular or phase change material layer @@ -1818,30 +1816,17 @@ namespace HeatBalFiniteDiffManager { if (s_hbfd->CondFDSchemeType == CondFDScheme::CrankNicholsonSecondOrder) { // Second Order equation Real64 const Cp_DelX_RhoS_2Delt(Cp * DelX * RhoS / (2.0 * Delt)); Real64 const kt_2DelX(kt / (2.0 * DelX)); - if (enetAct.isActuated) { - Real64 const hsum(0.5 * (hconvo + hgnd + hrad + hsurr)); - TDT_i = (QRadSWOutFD + Cp_DelX_RhoS_2Delt * TD_i + kt_2DelX * (TDT_p - TD_i + TD(i + 1)) + hgnd * Tgnd + - (hconvo + hrad) * Toa + enetAct.actuatedValue + hsurr * Tsurr - hsum * TD_i) / - (hsum + kt_2DelX + Cp_DelX_RhoS_2Delt); - } else { - Real64 const hsum(0.5 * (hconvo + hgnd + hrad + hsky + hsurr)); - TDT_i = (QRadSWOutFD + Cp_DelX_RhoS_2Delt * TD_i + kt_2DelX * (TDT_p - TD_i + TD(i + 1)) + hgnd * Tgnd + - (hconvo + hrad) * Toa + hsky * Tsky + hsurr * Tsurr - hsum * TD_i) / - (hsum + kt_2DelX + Cp_DelX_RhoS_2Delt); - } + Real64 const hsum(0.5 * (hconvo + hgnd + hrad + eHsky + hsurr)); + TDT_i = (QRadSWOutFD + Cp_DelX_RhoS_2Delt * TD_i + kt_2DelX * (TDT_p - TD_i + TD(i + 1)) + hgnd * Tgnd + + (hconvo + hrad) * Toa + eHskyTsky + hsurr * Tsurr - hsum * TD_i) / + (hsum + kt_2DelX + Cp_DelX_RhoS_2Delt); } else if (s_hbfd->CondFDSchemeType == CondFDScheme::FullyImplicitFirstOrder) { // First Order Real64 const Two_Delt_DelX(2.0 * Delt_DelX); Real64 const Cp_DelX2_RhoS(Cp * pow_2(DelX) * RhoS); Real64 const Two_Delt_kt(2.0 * Delt * kt); - if (enetAct.isActuated) { - TDT_i = (Two_Delt_DelX * (QRadSWOutFD + hgnd * Tgnd + (hconvo + hrad) * Toa + enetAct.actuatedValue + hsurr * Tsurr) + - Cp_DelX2_RhoS * TD_i + Two_Delt_kt * TDT_p) / - (Two_Delt_DelX * (hconvo + hgnd + hrad + hsurr) + Two_Delt_kt + Cp_DelX2_RhoS); - } else { - TDT_i = (Two_Delt_DelX * (QRadSWOutFD + hgnd * Tgnd + (hconvo + hrad) * Toa + hsky * Tsky + hsurr * Tsurr) + - Cp_DelX2_RhoS * TD_i + Two_Delt_kt * TDT_p) / - (Two_Delt_DelX * (hconvo + hgnd + hrad + hsky + hsurr) + Two_Delt_kt + Cp_DelX2_RhoS); - } + TDT_i = (Two_Delt_DelX * (QRadSWOutFD + hgnd * Tgnd + (hconvo + hrad) * Toa + eHskyTsky + hsurr * Tsurr) + + Cp_DelX2_RhoS * TD_i + Two_Delt_kt * TDT_p) / + (Two_Delt_DelX * (hconvo + hgnd + hrad + eHsky + hsurr) + Two_Delt_kt + Cp_DelX2_RhoS); } } else { // HMovInsul > 0.0: Transparent insulation on outside @@ -1849,15 +1834,9 @@ namespace HeatBalFiniteDiffManager { // Movable Insulation Layer Outside surface temp - Real64 TInsulOut; - if (enetAct.isActuated) { - TInsulOut = (QRadSWOutMvInsulFD + hgnd * Tgnd + HMovInsul * TDT_i + (hconvo + hrad) * Toa + enetAct.actuatedValue + - hsurr * Tsurr) / - (hconvo + hgnd + HMovInsul + hrad + hsurr); - } else { - TInsulOut = (QRadSWOutMvInsulFD + hgnd * Tgnd + HMovInsul * TDT_i + (hconvo + hrad) * Toa + hsky * Tsky + hsurr * Tsurr) / - (hconvo + hgnd + HMovInsul + hrad + hsky + hsurr); - } + Real64 const TInsulOut = + (QRadSWOutMvInsulFD + hgnd * Tgnd + HMovInsul * TDT_i + (hconvo + hrad) * Toa + eHskyTsky + hsurr * Tsurr) / + (hconvo + hgnd + HMovInsul + hrad + eHsky + hsurr); Real64 const Two_Delt_DelX(2.0 * Delt_DelX); Real64 const Cp_DelX2_RhoS(Cp * pow_2(DelX) * RhoS); Real64 const Two_Delt_kt(2.0 * Delt * kt); @@ -1888,26 +1867,15 @@ namespace HeatBalFiniteDiffManager { // One formulation that works for Fully Implicit and CrankNicholson and massless wall Real64 const Toa_TDT_i(Toa - TDT_i); - Real64 QNetSurfFromOutside; - if (enetAct.isActuated) { - QNetSurfFromOutside = - QRadSWOutFD + (hgnd * (-TDT_i + Tgnd) + (hconvo + hrad) * Toa_TDT_i + enetAct.actuatedValue + hsurr * (-TDT_i + Tsurr)); - } else { - QNetSurfFromOutside = - QRadSWOutFD + (hgnd * (-TDT_i + Tgnd) + (hconvo + hrad) * Toa_TDT_i + hsky * (-TDT_i + Tsky) + hsurr * (-TDT_i + Tsurr)); - } + Real64 const QNetSurfFromOutside = + QRadSWOutFD + (hgnd * (-TDT_i + Tgnd) + (hconvo + hrad) * Toa_TDT_i - eHsky * TDT_i + eHskyTsky + hsurr * (-TDT_i + Tsurr)); // Same sign convention as CTFs state.dataHeatBalSurf->SurfOpaqOutFaceCondFlux(Surf) = -QNetSurfFromOutside; // Report all outside BC heat fluxes - if (enetAct.isActuated) { - state.dataHeatBalSurf->SurfQdotRadOutRepPerArea(Surf) = - -(hgnd * (TDT_i - Tgnd) + hrad * (-Toa_TDT_i) + (-enetAct.actuatedValue) + hsurr * (TDT_i - Tsurr)); - } else { - state.dataHeatBalSurf->SurfQdotRadOutRepPerArea(Surf) = - -(hgnd * (TDT_i - Tgnd) + hrad * (-Toa_TDT_i) + hsky * (TDT_i - Tsky) + hsurr * (TDT_i - Tsurr)); - } + state.dataHeatBalSurf->SurfQdotRadOutRepPerArea(Surf) = + -(hgnd * (TDT_i - Tgnd) + hrad * (-Toa_TDT_i) + eHsky * TDT_i - eHskyTsky + hsurr * (TDT_i - Tsurr)); state.dataHeatBalSurf->SurfQdotRadOutRep(Surf) = surface.Area * state.dataHeatBalSurf->SurfQdotRadOutRepPerArea(Surf); state.dataHeatBalSurf->SurfQRadOutReport(Surf) = state.dataHeatBalSurf->SurfQdotRadOutRep(Surf) * state.dataGlobal->TimeStepZoneSec;