PostProcessing { 
  { Name postProc_getdpThermal; NameOfFormulation getdpThermal_formulation; NameOfSystem resol_getdpThermal; 
    PostQuantity { 
      { Name temp ; Value { 
      	Term { [ { T } ] ;  In Region[{Vol_The}] ; Jacobian JVol ; }
        } }
      { Name tempTest ; Value { 
      	Term { [ { T } ] ;  In Region[{Vol_The}] ; Jacobian JVol ; }
        } }
      { Name temperature ; Value { 
      	Term { [ { T } ] ;  In Region[{Vol_The}] ; Jacobian JVol ; }
        } }
    } 
  } 
} 
PostProcessing { 
  { Name postProc_getdpEMGeneral3D; NameOfFormulation getdpEMGeneral3D_formulation; NameOfSystem resol_getdpEMGeneral3D; 
    PostQuantity { 
      { Name Bfield ; Value { 
      	Term { [ Norm[ {d a} ] ] ;  In Region[{non_conducting_domain, conducting_domain, source_domain, magnet_domain, stranded_source_domain}] ; Jacobian JVol ; }
        } }
      { Name Bfield_im ; Value { 
      	Term { [ Im[{d a}] ] ;  In Region[{non_conducting_domain, conducting_domain, source_domain, magnet_domain, stranded_source_domain}] ; Jacobian JVol ; }
        } }
      { Name Bfield_re ; Value { 
      	Term { [ Re[{d a}] ] ;  In Region[{non_conducting_domain, conducting_domain, source_domain, magnet_domain, stranded_source_domain}] ; Jacobian JVol ; }
        } }
      { Name CurrDens ; Value { 
      	Term { [ Norm[sigma[<T>[{T}]]*(Dt[{a}]+{e})]  ] ;  In Region[{conducting_domain, source_domain, magnet_domain}] ; Jacobian JVol ; }
       	Term { [ 0 ] ;  In Region[{non_conducting_domain}] ; Jacobian JVol ; }
       	Term { [ FillFactor[]/Fs[Sqrt[cross_section_area[]*4/3.14]*Sqrt[3.14*Freq*sigma[<T>[{T}]]/(2*nu[{d a}, <T>[{T}]])]]/cross_section_area[]/(Norm[{e0}])*Norm[{e}] ] ;  In Region[{stranded_source_domain}] ; Jacobian JVol ; }
        } }
      { Name CurrDens_im ; Value { 
      	Term { [ -Im[sigma[<T>[{T}]]*(Dt[{a}]+{e})] ] ;  In Region[{conducting_domain, source_domain, magnet_domain}] ; Jacobian JVol ; }
       	Term { [ 0 ] ;  In Region[{non_conducting_domain}] ; Jacobian JVol ; }
       	Term { [ -FillFactor[]/Fs[Sqrt[cross_section_area[]*4/3.14]*Sqrt[3.14*Freq*sigma[<T>[{T}]]/(2*nu[{d a}, <T>[{T}]])]]/cross_section_area[]/(Norm[{e0}])*Im[{e}] ] ;  In Region[{stranded_source_domain}] ; Jacobian JVol ; }
        } }
      { Name CurrDens_re ; Value { 
      	Term { [ -Re[sigma[<T>[{T}]]*(Dt[{a}]+{e})]  ] ;  In Region[{conducting_domain, source_domain, magnet_domain}] ; Jacobian JVol ; }
       	Term { [ 0 ] ;  In Region[{non_conducting_domain}] ; Jacobian JVol ; }
       	Term { [ -FillFactor[]/Fs[Sqrt[cross_section_area[]*4/3.14]*Sqrt[3.14*Freq*sigma[<T>[{T}]]/(2*nu[{d a}, <T>[{T}]])]]/cross_section_area[]/(Norm[{e0}])*Re[{e}] ] ;  In Region[{stranded_source_domain}] ; Jacobian JVol ; }
        } }
      { Name Jheat ; Value { 
      	Term { [ 0.5*Norm[sigma[<T>[{T}]]*(Dt[{a}]+{e})*(Dt[{a}]+{e})]  ] ;  In Region[{conducting_domain, source_domain, magnet_domain}] ; Jacobian JVol ; }
       	Term { [ 0 ] ;  In Region[{non_conducting_domain}] ; Jacobian JVol ; }
       	Term { [ 0.5*FillFactor[]/Fs[Sqrt[cross_section_area[]*4/3.14]*Sqrt[3.14*Freq*sigma[<T>[{T}]]/(2*nu[{d a}, <T>[{T}]])]]*SquNorm[1.0/cross_section_area[]/(Norm[{e0}])*({e})]/sigma[#1]  ] ;  In Region[{stranded_source_domain}] ; Jacobian JVol ; }
        } }
      { Name JheatSurfIntegral ; Value { 
      	Integral { [ 0.5 * Re[Complex[1,1]* Sqrt[3.14*Freq/(nu[]*sigma[<T>[{T}]])]] * SquNorm[1/(Complex[1,1]* Sqrt[3.14*Freq/(nu[]*sigma[<T>[{T}]])]) *  (Dt[{a}]+{e})]  * symmFactor[] ] ;  In Region[{Sur_SIBC_B}] ; Jacobian JSur ; Integration I1; }
        } }
      { Name SurfCurrDens ; Value { 
      	Term { [ -1/(Complex[1,1]* Sqrt[3.14*Freq/(nu[]*sigma[<T>[{T}]])])*Norm[(Dt[{a}]+{e})]   ] ;  In Region[{Sur_SIBC_B}] ; Jacobian JSur ; }
        } }
      { Name SurfCurrDens_im ; Value { 
      	Term { [ -1/(Complex[1,1]* Sqrt[3.14*Freq/(nu[]*sigma[<T>[{T}]])])*Im[(Dt[{a}]+{e})]   ] ;  In Region[{Sur_SIBC_B}] ; Jacobian JSur ; }
        } }
      { Name SurfCurrDens_re ; Value { 
      	Term { [ -1/(Complex[1,1]* Sqrt[3.14*Freq/(nu[]*sigma[<T>[{T}]])])*Re[(Dt[{a}]+{e})]   ] ;  In Region[{Sur_SIBC_B}] ; Jacobian JSur ; }
        } }
      { Name SurfJheat ; Value { 
      	Term { [ 0.5 * Re[Complex[1,1]* Sqrt[3.14*Freq/(nu[]*sigma[<T>[{T}]])]] * SquNorm[1/(Complex[1,1]* Sqrt[3.14*Freq/(nu[]*sigma[<T>[{T}]])]) *  (Dt[{a}]+{e})]  ] ;  In Region[{Sur_SIBC_B}] ; Jacobian JSur ; }
        } }
      { Name TotalMagneticEnergy ; Value { 
      	Integral { [ 1/2 *nu[{d a},<T>[{T}]]*{d a}*Conj[{d a}] / (rmsCoeff[]^2)  * symmFactor[] ] ;  In Region[{non_conducting_domain, conducting_domain, source_domain, magnet_domain, stranded_source_domain}] ; Jacobian JVol ; Integration I1; }
        } }
      { Name TotalPower ; Value { 
      	Integral { [ 0.5*Norm[sigma[<T>[{T}]]*(Dt[{a}]+{e})*(Dt[{a}]+{e})]  * symmFactor[] ] ;  In Region[{conducting_domain, source_domain, magnet_domain}] ; Jacobian JVol ; Integration I1; }
       	Integral { [ 0.5*FillFactor[]/Fs[Sqrt[cross_section_area[]*4/3.14]*Sqrt[3.14*Freq*sigma[<T>[{T}]]/(2*nu[{d a}, <T>[{T}]])]]*SquNorm[1.0/cross_section_area[]/(Norm[{e0}])*({e})]/sigma[#1] * symmFactor[]  ] ;  In Region[{stranded_source_domain}] ; Jacobian JVol ; Integration I1; }
        } }
      { Name aActivePower ; Value { 
      	Integral { [ 0.5*Norm[sigma[<T>[{T}]]*(Dt[{a}]+{e})*(Dt[{a}]+{e})]  * symmFactor[] ] ;  In Region[{conducting_domain, source_domain, magnet_domain}] ; Jacobian JVol ; Integration I1; }
       	Integral { [ 0.5*FillFactor[]/Fs[Sqrt[cross_section_area[]*4/3.14]*Sqrt[3.14*Freq*sigma[<T>[{T}]]/(2*nu[{d a}, <T>[{T}]])]]*SquNorm[1.0/cross_section_area[]/(Norm[{e0}])*({e})]/sigma[#1] * symmFactor[]  ] ;  In Region[{stranded_source_domain}] ; Jacobian JVol ; Integration I1; }
        } }
      { Name bApparentPower ; Value { 
      	Term { Type Global; [ Abs[{U}*Conj[{I}]]/(rmsCoeff[]^2)  * symmFactor[] ] ;  In Region[{Sur_CURRENT_B_CH, Sur_VOLTAGE_B_CH}] ; }
       	Term { Type Global; [ Abs[({Ustr} + {Ustr_ind})*Conj[I_str[$Time]]]/(rmsCoeff[]^2)  * symmFactor[] ] ;  In Region[{SurStr_CURRENT_B_CH}] ; }
        } }
      { Name cMagneticEnergy ; Value { 
      	Integral { [ 1/2 *nu[{d a},<T>[{T}]]*{d a}*Conj[{d a}] / (rmsCoeff[]^2)  * symmFactor[] ] ;  In Region[{non_conducting_domain, conducting_domain, source_domain, magnet_domain, stranded_source_domain}] ; Jacobian JVol ; Integration I1; }
        } }
      { Name daSourceCurrentReal ; Value { 
      	Term { Type Global; [  Re[{I}]  ] ;  In Region[{Sur_CURRENT_B_CH, Sur_VOLTAGE_B_CH}] ; }
       	Term { Type Global; [  Re[I_str[$Time]*{Ustr}/{Ustr}]  ] ;  In Region[{SurStr_CURRENT_B_CH}] ; }
        } }
      { Name dbSourceCurrentImag ; Value { 
      	Term { Type Global; [  Im[{I}]  ] ;  In Region[{Sur_CURRENT_B_CH, Sur_VOLTAGE_B_CH}] ; }
       	Term { Type Global; [  Im[I_str[$Time]*{Ustr}/{Ustr}]  ] ;  In Region[{SurStr_CURRENT_B_CH}] ; }
        } }
      { Name dcSourceCurrent ; Value { 
      	Term { Type Global; [  Norm[{I}]/rmsCoeff[] ] ;  In Region[{Sur_CURRENT_B_CH, Sur_VOLTAGE_B_CH}] ; }
       	Term { Type Global; [  Norm[I_str[$Time]*{Ustr}/{Ustr}]/rmsCoeff[] ] ;  In Region[{SurStr_CURRENT_B_CH}] ; }
        } }
      { Name eaVoltage ; Value { 
      	Term { Type Global; [  Re[{U}] * symmFactor[] ] ;  In Region[{Sur_CURRENT_B_CH, Sur_VOLTAGE_B_CH}] ; }
       	Term { Type Global; [  Re[{Ustr} + {Ustr_ind}] * symmFactor[] ] ;  In Region[{SurStr_CURRENT_B_CH}] ; }
        } }
      { Name ebVoltage ; Value { 
      	Term { Type Global; [  Im[{U}] * symmFactor[] ] ;  In Region[{Sur_CURRENT_B_CH, Sur_VOLTAGE_B_CH}] ; }
       	Term { Type Global; [  Im[{Ustr} + {Ustr_ind}] * symmFactor[] ] ;  In Region[{SurStr_CURRENT_B_CH}] ; }
        } }
      { Name ecVoltage ; Value { 
      	Term { Type Global; [  Norm[{U}]/rmsCoeff[] * symmFactor[] ] ;  In Region[{Sur_CURRENT_B_CH, Sur_VOLTAGE_B_CH}] ; }
       	Term { Type Global; [  Norm[{Ustr} + {Ustr_ind}]/rmsCoeff[] * symmFactor[] ] ;  In Region[{SurStr_CURRENT_B_CH}] ; }
        } }
      { Name fInductance ; Value { 
      	Term { Type Global; [  1e6*Im[{U}*{I}^-1]/(2*3.14*Freq) * symmFactor[] ] ;  In Region[{Sur_CURRENT_B_CH, Sur_VOLTAGE_B_CH}] ; }
       	Term { Type Global; [  1e6*Im[({Ustr} + {Ustr_ind})*I_str[$Time]^-1]/(2*3.14*Freq) * symmFactor[] ] ;  In Region[{SurStr_CURRENT_B_CH}] ; }
        } }
      { Name fResistance ; Value { 
      	Term { Type Global; [  Re[{U}*{I}^-1] * symmFactor[] ] ;  In Region[{Sur_CURRENT_B_CH, Sur_VOLTAGE_B_CH}] ; }
       	Term { Type Global; [  Re[({Ustr} + {Ustr_ind})*I_str[$Time]^-1] * symmFactor[] ] ;  In Region[{SurStr_CURRENT_B_CH}] ; }
        } }
      { Name muTest ; Value { 
      	Term { [ 1/(nu[{d a},<T>[{T}]] * mu0) ] ;  In Region[{non_conducting_domain, conducting_domain, source_domain, magnet_domain, sibc_domain, stranded_source_domain}] ; Jacobian JVol ; }
        } }
      { Name rMu ; Value { 
      	Term { [ Abs[(Norm[ nu[{d a},<T>[{T}[1]]] * Vector[1,1,1] - nu[{d a},<T>[{T}]] * Vector[1,1,1]])/( Norm[nu[{d a},<T>[{T}]] * Vector[1,1,1]])] ] ;  In Region[{conducting_domain, source_domain, magnet_domain, stranded_source_domain}] ; Jacobian JVol ; }
        } }
      { Name rMuMax ; Value { 
      	Term { Type Global; [ #3 ] ;  In Region[{conducting_domain, source_domain, magnet_domain, stranded_source_domain}] ; Jacobian JVol ; }
        } }
      { Name rSigma ; Value { 
      	Term { [ Abs[(Norm[sigma[<T>[{T}[1]]] * Vector[1,1,1] - sigma[<T>[{T}]] * Vector[1,1,1]])/(Norm[sigma[<T>[{T}]] * Vector[1,1,1]])] ] ;  In Region[{conducting_domain, source_domain, magnet_domain}] ; Jacobian JVol ; }
        } }
      { Name rSigmaMax ; Value { 
      	Term { Type Global; [ #1 ] ;  In Region[{conducting_domain, source_domain, magnet_domain, stranded_source_domain}] ; Jacobian JVol ; }
        } }
      { Name sigmaTest ; Value { 
      	Term { [ sigma[<T>[{T}]] ] ;  In Region[{conducting_domain, source_domain, sibc_domain, stranded_source_domain}] ; Jacobian JVol ; }
       	Term { [ 0 ] ;  In Region[{non_conducting_domain, magnet_domain}] ; Jacobian JVol ; }
        } }
      { Name volt ; Value { 
      	Term { [  Sqrt[ Re[{dInv e}]*Re[{dInv e}] + Im[{dInv e}]*Im[{dInv e}] ]  ] ;  In Region[{conducting_domain, source_domain, magnet_domain}] ; Jacobian JVol ; }
       	Term { [  0  ] ;  In Region[{non_conducting_domain}] ; Jacobian JVol ; }
       	Term { [  Sqrt[ Re[{dInv e}]*Re[{dInv e}] + Im[{dInv e}]*Im[{dInv e}] ]  ] ;  In Region[{stranded_source_domain}] ; Jacobian JVol ; }
        } }
      { Name volt_im ; Value { 
      	Term { [  Im[ {dInv e} ]  ] ;  In Region[{conducting_domain, source_domain, magnet_domain}] ; Jacobian JVol ; }
       	Term { [  0  ] ;  In Region[{non_conducting_domain}] ; Jacobian JVol ; }
       	Term { [  Im[ {dInv e} ]  ] ;  In Region[{stranded_source_domain}] ; Jacobian JVol ; }
        } }
      { Name volt_re ; Value { 
      	Term { [  Re[ {dInv e} ]  ] ;  In Region[{conducting_domain, source_domain, magnet_domain}] ; Jacobian JVol ; }
       	Term { [  0  ] ;  In Region[{non_conducting_domain}] ; Jacobian JVol ; }
       	Term { [  Re[ {dInv e} ]  ] ;  In Region[{stranded_source_domain}] ; Jacobian JVol ; }
        } }
    } 
  } 
}