Henry's law for gas solubiliy in liquid. The concentration of the dissolved species in the liquid is proportional to its partial pressure in the gas. The dimensionless constant of proportionality between concentrations on each side of the interface is , and is given for each species. Mixing in the gas is assumed to be ideal.
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Public Member Functions | |
TypeName ("Henry") | |
Runtime type information. More... | |
Henry (const dictionary &dict, const phasePair &pair) | |
Construct from components. More... | |
virtual | ~Henry () |
Destructor. More... | |
virtual void | update (const volScalarField &Tf) |
Update the composition. More... | |
virtual tmp< volScalarField > | Yf (const word &speciesName, const volScalarField &Tf) const |
The interface species fraction. More... | |
virtual tmp< volScalarField > | YfPrime (const word &speciesName, const volScalarField &Tf) const |
The interface species fraction derivative w.r.t. temperature. More... | |
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InterfaceCompositionModel (const dictionary &dict, const phasePair &pair) | |
Construct from components. More... | |
~InterfaceCompositionModel () | |
Destructor. More... | |
virtual tmp< volScalarField > | dY (const word &speciesName, const volScalarField &Tf) const |
Mass fraction difference between the interface and the field. More... | |
virtual tmp< volScalarField > | D (const word &speciesName) const |
Mass diffusivity. More... | |
virtual tmp< volScalarField > | L (const word &speciesName, const volScalarField &Tf) const |
Latent heat. More... | |
virtual void | addMDotL (const volScalarField &K, const volScalarField &Tf, volScalarField &mDotL, volScalarField &mDotLPrime) const |
Add latent heat flow rate to total. More... | |
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TypeName ("interfaceCompositionModel") | |
Runtime type information. More... | |
declareRunTimeSelectionTable (autoPtr, interfaceCompositionModel, dictionary,(const dictionary &dict, const phasePair &pair),(dict, pair)) | |
interfaceCompositionModel (const dictionary &dict, const phasePair &pair) | |
Construct from a dictionary and a phase pair. More... | |
virtual | ~interfaceCompositionModel () |
Destructor. More... | |
const hashedWordList & | species () const |
Return the transferring species names. More... | |
bool | transports (word &speciesName) const |
Returns whether the species is transported by the model and. More... | |
Additional Inherited Members | |
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static autoPtr< interfaceCompositionModel > | New (const dictionary &dict, const phasePair &pair) |
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template<class ThermoType > | |
const pureMixture< ThermoType >::thermoType & | getLocalThermo (const word &speciesName, const pureMixture< ThermoType > &globalThermo) const |
Get a reference to the local thermo for a pure mixture. More... | |
template<class ThermoType > | |
const multiComponentMixture< ThermoType >::thermoType & | getLocalThermo (const word &speciesName, const multiComponentMixture< ThermoType > &globalThermo) const |
Get a reference to the local thermo for a multi component mixture. More... | |
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const Thermo & | thermo_ |
Thermo. More... | |
const OtherThermo & | otherThermo_ |
Other Thermo. More... | |
const dimensionedScalar | Le_ |
Lewis number. More... | |
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const phasePair & | pair_ |
Phase pair. More... | |
const hashedWordList | speciesNames_ |
Names of the transferring species. More... | |
Henry's law for gas solubiliy in liquid. The concentration of the dissolved species in the liquid is proportional to its partial pressure in the gas. The dimensionless constant of proportionality between concentrations on each side of the interface is , and is given for each species. Mixing in the gas is assumed to be ideal.
Henry | ( | const dictionary & | dict, |
const phasePair & | pair | ||
) |
Construct from components.
|
virtual |
Destructor.
TypeName | ( | "Henry< Thermo, OtherThermo >" | ) |
Runtime type information.
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virtual |
Update the composition.
Implements interfaceCompositionModel.
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virtual |
The interface species fraction.
Implements interfaceCompositionModel.
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virtual |
The interface species fraction derivative w.r.t. temperature.
Implements interfaceCompositionModel.