mus_mixture_type Derived Type

initialization case, initial condition of the mixture

mass density of the mixture SI unit: kg/m^3. Physics to lattice conversion: rho0/physics%rho0

lattice mass density of the mixture

number density of the mixture or total mixture molar density SI unit: mol/m^3. physics to lattice conversion: nT0/physics%mol*physics%fac(minlevel)%length^3. mixture molar density is required if initial condition are defined by molar fraction. set only if initial molefraction is space independent

lattice number density of the mixture or total mixture molar density physics to lattice conversion: moleDens0/physics%mol*physics%fac(minlevel)%length^3.

lattice kinematic shear viscosity of the mixture

physical kinematic shear viscosity of the mixture

lattice bulk viscosity

physical bulk viscosity

lattice bulk modulus of the liquid mixture $K = c_s^2*\rho$, $c_s$ - speed of sound (in lattice unit: \f$ 1/\sqrt{3} \f$

relaxation parameter, $\omega = K*B/\rho$, B - free parameter unit same as resistivity

omega for higher order moments

relaxation parameters for each level

temporal omega for ramping etc.

free parameter \f$ B = \omega*\rho/K \f$

temperature

temperature

equilibrium theta to choose between mixture velocity and equilibrium species velocity in the quadratic term equilibrium function. theta = 0 -> mixture velocity theta = 1 -> equilibrium species velocity \todo KM: remove theta_eq and use mixture velocity in quadratic term of equilibrium function

spatial omega definition, e.g. for sponge layers

external electrical force

gravitational force

faraday constant(C/mol)

faraday constant in lattice

gas constant R (Nm/(mol *K))

gas constant R in lattice

eNRTL file with species properties

atmospheric pressure

atmospheric pressure