Dumux::HeatPipeLaw< ScalarT, ParamsT > Class Template Reference

Implementation of the capillary pressure <-> saturation relation for the heatpipe problem. More...

#include <dumux/material/fluidmatrixinteractions/2p/heatpipelaw.hh>

Description

template<class ScalarT, class ParamsT = HeatPipeLawParams<ScalarT>>
class Dumux::HeatPipeLaw< ScalarT, ParamsT >

Implementation of the capillary pressure <-> saturation relation for the heatpipe problem.

This class bundles the "raw" curves as static members and doesn't concern itself converting absolute to effective saturations and vince versa.

Public Types
using	Params = ParamsT
using	Scalar = typename Params::Scalar

Static Public Member Functions
static Scalar	pc (const Params &params, Scalar Sw)
	The capillary pressure-saturation curve. More...
static Scalar	Sw (const Params &params, Scalar pC)
	The saturation-capillary pressure curve. More...
static Scalar	dpC_dSw (const Params &params, Scalar Sw)
	Returns the partial derivative of the capillary pressure to the effective saturation. More...
static Scalar	dSw_dpC (const Params &params, Scalar pC)
	Returns the partial derivative of the effective saturation to the capillary pressure. More...
static Scalar	krw (const Params &params, Scalar Sw)
	The relative permeability for the wetting phase. More...
static Scalar	krn (const Params &params, Scalar Sw)
	The relative permeability for the non-wetting phase. More...

Member Typedef Documentation

Params

template<class ScalarT , class ParamsT = HeatPipeLawParams<ScalarT>>

using Dumux::HeatPipeLaw< ScalarT, ParamsT >::Params = ParamsT

Scalar

template<class ScalarT , class ParamsT = HeatPipeLawParams<ScalarT>>

using Dumux::HeatPipeLaw< ScalarT, ParamsT >::Scalar = typename Params::Scalar

Member Function Documentation

dpC_dSw()

template<class ScalarT , class ParamsT = HeatPipeLawParams<ScalarT>>

static Scalar Dumux::HeatPipeLaw< ScalarT, ParamsT >::dpC_dSw ( const Params &  params, Scalar  Sw  )

inlinestatic

Returns the partial derivative of the capillary pressure to the effective saturation.

Parameters

params	Array of parameters
Sw	Effective saturation of of the wetting phase \(\mathrm{[\overline{S}_w]}\)

dSw_dpC()

template<class ScalarT , class ParamsT = HeatPipeLawParams<ScalarT>>

static Scalar Dumux::HeatPipeLaw< ScalarT, ParamsT >::dSw_dpC ( const Params &  params, Scalar  pC  )

inlinestatic

Returns the partial derivative of the effective saturation to the capillary pressure.

Parameters

params	Array of parameters
pC	Capillary pressure \(\mathrm{[p_C]}\) in \(\mathrm{[Pa]}\).

krn()

template<class ScalarT , class ParamsT = HeatPipeLawParams<ScalarT>>

static Scalar Dumux::HeatPipeLaw< ScalarT, ParamsT >::krn ( const Params &  params, Scalar  Sw  )

inlinestatic

The relative permeability for the non-wetting phase.

Parameters

params	Array of parameters
Sw	The mobile saturation of the wetting phase.

krw()

template<class ScalarT , class ParamsT = HeatPipeLawParams<ScalarT>>

static Scalar Dumux::HeatPipeLaw< ScalarT, ParamsT >::krw ( const Params &  params, Scalar  Sw  )

inlinestatic

The relative permeability for the wetting phase.

Parameters

params	Array of parameters
Sw	The mobile saturation of the wetting phase.

pc()

template<class ScalarT , class ParamsT = HeatPipeLawParams<ScalarT>>

static Scalar Dumux::HeatPipeLaw< ScalarT, ParamsT >::pc ( const Params &  params, Scalar  Sw  )

inlinestatic

The capillary pressure-saturation curve.

Parameters

params	Array of parameters asd
Sw	Effective saturation of of the wetting phase \(\mathrm{[\overline{S}_w]}\)

Sw()

template<class ScalarT , class ParamsT = HeatPipeLawParams<ScalarT>>

static Scalar Dumux::HeatPipeLaw< ScalarT, ParamsT >::Sw ( const Params &  params, Scalar  pC  )

inlinestatic

The saturation-capillary pressure curve.

Returns

The effective saturaion of the wetting phase \(\mathrm{[\overline{S}_w]}\)

Parameters

params	Array of parameters
pC	Capillary pressure \(\mathrm{[p_C]}\) in \(\mathrm{[Pa]}\).

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The documentation for this class was generated from the following file:

• heatpipelaw.hh