nonUnityLewisEddyDiffusivity: Laminar unity Lewis assumption
The laminar Lewis number is now assumed to be one. This model only provides specification of the turbulent diffusivity properties.
This commit is contained in:
@ -181,6 +181,27 @@ public:
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return this->thermo().alphahe(patchi);
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}
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//- Effective mass diffusivity for a given specie mass-fraction [kg/m/s]
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virtual tmp<volScalarField> DEff(const volScalarField& Yi) const
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{
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return volScalarField::New
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(
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"DEff",
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alphaEff()
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);
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}
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//- Effective mass diffusivity for a given specie mass-fraction
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// for patch [kg/m/s]
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virtual tmp<scalarField> DEff
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(
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const volScalarField& Yi,
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const label patchi
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) const
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{
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return alphaEff(patchi);
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}
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//- Correct the laminar transport
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virtual void correct();
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@ -116,6 +116,17 @@ public:
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// for patch [kg/m/s]
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virtual tmp<scalarField> alphaEff(const label patchi) const = 0;
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//- Effective mass diffusivity for a given specie mass-fraction [kg/m/s]
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virtual tmp<volScalarField> DEff(const volScalarField& Yi) const = 0;
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//- Effective mass diffusivity for a given specie mass-fraction
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// for patch [kg/m/s]
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virtual tmp<scalarField> DEff
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(
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const volScalarField& Yi,
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const label patchi
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) const = 0;
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//- Return the heat flux
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virtual tmp<volVectorField> q() const = 0;
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@ -175,7 +175,7 @@ eddyDiffusivity<TurbulenceThermophysicalTransportModel>::j
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"j(" + Yi.name() + ')',
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this->momentumTransport().alphaRhoPhi().group()
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),
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-this->alphaEff()*this->alpha()*fvc::grad(Yi)
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-this->DEff(Yi)*this->alpha()*fvc::grad(Yi)
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);
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}
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@ -187,7 +187,7 @@ eddyDiffusivity<TurbulenceThermophysicalTransportModel>::divj
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volScalarField& Yi
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) const
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{
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return -fvm::laplacian(this->alpha()*this->alphaEff(), Yi);
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return -fvm::laplacian(this->alpha()*this->DEff(Yi), Yi);
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}
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@ -178,6 +178,27 @@ public:
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);
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}
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//- Effective mass diffusivity for a given specie mass-fraction [kg/m/s]
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virtual tmp<volScalarField> DEff(const volScalarField& Yi) const
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{
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return volScalarField::New
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(
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"DEff",
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alphaEff()
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);
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}
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//- Effective mass diffusivity for a given specie mass-fraction
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// for patch [kg/m/s]
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virtual tmp<scalarField> DEff
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(
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const volScalarField& Yi,
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const label patchi
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) const
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{
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return alphaEff(patchi);
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}
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//- Return the heat flux
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virtual tmp<volVectorField> q() const;
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@ -95,17 +95,17 @@ nonUnityLewisEddyDiffusivity<TurbulenceThermophysicalTransportModel>::q() const
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const PtrList<volScalarField>& Y = composition.Y();
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volScalarField alphaEffMinusDEff
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volScalarField alphatMinusDt
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(
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"alphaEffMinusDEff",
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this->alphaEff()*(1 - this->Prt_/Sct_)
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"alphatMinusDt",
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this->alphat()*(1 - this->Prt_/Sct_)
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);
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forAll(Y, i)
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{
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tmpq.ref() +=
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this->alpha()
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*alphaEffMinusDEff
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*alphatMinusDt
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*composition.HE(i, this->thermo().p(), this->thermo().T())
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*fvc::grad(Y[i]);
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}
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@ -131,10 +131,10 @@ nonUnityLewisEddyDiffusivity<TurbulenceThermophysicalTransportModel>::divq
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const PtrList<volScalarField>& Y = composition.Y();
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volScalarField alphaEffMinusDEff
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volScalarField alphatMinusDt
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(
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"alphaEffMinusDEff",
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this->alphaEff()*(1 - this->Prt_/Sct_)
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"alphatMinusDt",
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this->alphat()*(1 - this->Prt_/Sct_)
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);
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forAll(Y, i)
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@ -143,7 +143,7 @@ nonUnityLewisEddyDiffusivity<TurbulenceThermophysicalTransportModel>::divq
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fvc::laplacian
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(
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this->alpha()
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*alphaEffMinusDEff
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*alphatMinusDt
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*composition.HE(i, this->thermo().p(), this->thermo().T()),
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Y[i]
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);
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@ -154,32 +154,6 @@ nonUnityLewisEddyDiffusivity<TurbulenceThermophysicalTransportModel>::divq
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}
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template<class TurbulenceThermophysicalTransportModel>
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tmp<volVectorField>
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nonUnityLewisEddyDiffusivity<TurbulenceThermophysicalTransportModel>::j
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(
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const volScalarField& Yi
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) const
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{
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return
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this->Prt_/Sct_
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*eddyDiffusivity<TurbulenceThermophysicalTransportModel>::j(Yi);
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}
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template<class TurbulenceThermophysicalTransportModel>
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tmp<fvScalarMatrix>
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nonUnityLewisEddyDiffusivity<TurbulenceThermophysicalTransportModel>::divj
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(
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volScalarField& Yi
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) const
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{
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return
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this->Prt_/Sct_
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*eddyDiffusivity<TurbulenceThermophysicalTransportModel>::divj(Yi);
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}
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// * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * //
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} // End namespace turbulenceThermophysicalTransportModels
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@ -27,7 +27,8 @@ Class
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Description
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Non-unity-Lewis-Eddy-diffusivity based gradient heat flux model for RAS or
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LES of turbulent flow. Allows independent specification of turbulent
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Prandtl and Schmidt numbers.
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Prandtl and Schmidt numbers. The laminar Lewis number is still assumed to
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equal one.
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Usage
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\verbatim
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@ -113,17 +114,36 @@ public:
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//- Read thermophysicalTransport dictionary
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virtual bool read();
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//- Effective mass diffusivity for a given specie mass-fraction [kg/m/s]
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virtual tmp<volScalarField> DEff(const volScalarField& Yi) const
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{
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return volScalarField::New
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(
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"DEff",
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this->thermo().alphaEff(this->Prt_/Sct_*this->alphat())
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);
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}
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//- Effective mass diffusivity for a given specie mass-fraction
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// for patch [kg/m/s]
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virtual tmp<scalarField> DEff
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(
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const volScalarField& Yi,
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const label patchi
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) const
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{
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return this->thermo().alphaEff
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(
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this->Prt_.value()/Sct_.value()*this->alphat(patchi),
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patchi
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);
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}
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//- Return the heat flux
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virtual tmp<volVectorField> q() const;
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//- Return the source term for the energy equation
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virtual tmp<fvScalarMatrix> divq(volScalarField& he) const;
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//- Return the specie flux for the given specie mass-fraction
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virtual tmp<volVectorField> j(const volScalarField& Yi) const;
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//- Return the source term for the given specie mass-fraction equation
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virtual tmp<fvScalarMatrix> divj(volScalarField& Yi) const;
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};
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