Implementation of the polynomial of second order relating specific interfacial area to wetting phase saturation and capillary pressure as suggested by Joekar-Niasar(2008) [33] . More...
#include <dumux/material/fluidmatrixinteractions/2pia/awnsurfacepolynomial2ndorder.hh>
Implementation of the polynomial of second order relating specific interfacial area to wetting phase saturation and capillary pressure as suggested by Joekar-Niasar(2008) [33] .
Public Types | |
using | Params = ParamsT |
using | Scalar = typename Params::Scalar |
Static Public Member Functions | |
static Scalar | interfacialArea (const Params ¶ms, const Scalar Sw, const Scalar pc) |
The awn surface. More... | |
static Scalar | dawn_dpc (const Params ¶ms, const Scalar Sw, const Scalar pc) |
the derivative of specific interfacial area function w.r.t. capillary pressure More... | |
static Scalar | dawn_dsw (const Params ¶ms, const Scalar Sw, const Scalar pc) |
the derivative of specific interfacial area function w.r.t. saturation More... | |
using Dumux::AwnSurfacePolynomial2ndOrder< ScalarT, ParamsT >::Params = ParamsT |
using Dumux::AwnSurfacePolynomial2ndOrder< ScalarT, ParamsT >::Scalar = typename Params::Scalar |
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inlinestatic |
the derivative of specific interfacial area function w.r.t. capillary pressure
params | parameter container for the coefficients of the surface |
Sw | Effective saturation of the wetting phase |
pc | Capillary pressure in \(\mathrm{[Pa]}\) |
|
inlinestatic |
the derivative of specific interfacial area function w.r.t. saturation
params | parameter container for the coefficients of the surface |
Sw | Effective saturation of the wetting phase |
pc | Capillary pressure in \(\mathrm{[Pa]}\) |
|
inlinestatic |
The awn surface.
the suggested (as estimated from pore network models) awn surface: \([ a_{wn} = a_{00} + a_{10}S_{w} + a_{20}S_{w}^2 + a_{11} S_{w} p_{c} + a_{01} p_{c} + a_{02}p_{c}^2 \)]
params | parameter container for the coefficients of the surface |
Sw | Effective saturation of the wetting phase |
pc | Capillary pressure in \(\mathrm{[Pa]}\) |