teqp::IdealHelmholtzCp0PowerT Class Reference

#include <ideal_eosterms.hpp>

Public Member Functions
	IdealHelmholtzCp0PowerT (const double c, const double t, const double T_0, const double R)
template<typename TType , typename RhoType >
auto	alphaig (const TType &T, const RhoType &) const

Public Attributes
const double	c
const double	t
const double	T_0
const double	R

Detailed Description

${\alpha }^{\mathrm{i}\mathrm{g}}=c[T^t(\frac{1}{t+1}-\frac{1}{t})-\frac{T_0^{t+1}}{T(t+1)}+\frac{T_0^t}{t}]$

from a term that is like

$\frac{c_{p0}}{R}=c{T}^t,t\ne 0$

Definition at line 210 of file ideal_eosterms.hpp.

Constructor & Destructor Documentation

IdealHelmholtzCp0PowerT()

teqp::IdealHelmholtzCp0PowerT::IdealHelmholtzCp0PowerT ( const double c, const double t, const double T_0, const double R )

inline

Definition at line 214 of file ideal_eosterms.hpp.

Member Function Documentation

alphaig()

template<typename TType , typename RhoType >

auto teqp::IdealHelmholtzCp0PowerT::alphaig ( const TType & T, const RhoType &  ) const

inline

Definition at line 219 of file ideal_eosterms.hpp.

Member Data Documentation

c

const double teqp::IdealHelmholtzCp0PowerT::c

Definition at line 212 of file ideal_eosterms.hpp.

R

const double teqp::IdealHelmholtzCp0PowerT::R

Definition at line 213 of file ideal_eosterms.hpp.

t

const double teqp::IdealHelmholtzCp0PowerT::t

Definition at line 212 of file ideal_eosterms.hpp.

T_0

const double teqp::IdealHelmholtzCp0PowerT::T_0

Definition at line 212 of file ideal_eosterms.hpp.

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

• include/teqp/ideal_eosterms.hpp