teqp::WilsonResidualHelmholtzOverRT< NumType > Class Template Reference

#include <cubics.hpp>

Public Member Functions
	WilsonResidualHelmholtzOverRT (const std::vector< double > &b, const Eigen::ArrayXXd &m, const Eigen::ArrayXXd &n)
template<typename TType , typename MoleFractions >
auto	combinatorial (const TType &, const MoleFractions &molefracs) const
template<typename TType >
auto	get_Aij (std::size_t i, std::size_t j, const TType &T) const
template<typename TType , typename MoleFractions >
auto	total (const TType &T, const MoleFractions &molefracs) const
template<typename TType , typename MoleFractions >
auto	operator() (const TType &T, const MoleFractions &molefracs) const

Public Attributes
const double	R = 8.31446261815324
const std::vector< double >	b
const Eigen::ArrayXXd	m
const Eigen::ArrayXXd	n

Detailed Description

template<typename NumType>
class teqp::WilsonResidualHelmholtzOverRT< NumType >

\[ \frac{a^{E,\gamma}_{total}}{RT} = -sum_iz_i\ln\left(\sum_jz_jOmega_{ij}(T)\right) \]

\[ \frac{a^{E,\gamma}_{comb}}{RT} = -sum_iz_i\ln\left(\frac{\Omega_i}{z_i}\right) \]

\[ \frac{a^{E,\gamma}_{res}}{RT} = \frac{a^{E,\gamma}_{total}}{RT} - \frac{a^{E,\gamma}_{comb}}{RT} \]

Volume fraction of component \(i\)

\[ \phi_i = \frac{z_iv_i}{\sum_j z_j v_j} \]

with \(v_i = b_i\)

Definition at line 487 of file cubics.hpp.

Constructor & Destructor Documentation

WilsonResidualHelmholtzOverRT()

template<typename NumType >

teqp::WilsonResidualHelmholtzOverRT< NumType >::WilsonResidualHelmholtzOverRT ( const std::vector< double > & b, const Eigen::ArrayXXd & m, const Eigen::ArrayXXd & n )

inline

Definition at line 493 of file cubics.hpp.

Member Function Documentation

combinatorial()

template<typename NumType >

template<typename TType , typename MoleFractions >

auto teqp::WilsonResidualHelmholtzOverRT< NumType >::combinatorial ( const TType & , const MoleFractions & molefracs ) const

inline

Definition at line 496 of file cubics.hpp.

get_Aij()

template<typename NumType >

template<typename TType >

auto teqp::WilsonResidualHelmholtzOverRT< NumType >::get_Aij ( std::size_t i, std::size_t j, const TType & T ) const

inline

Definition at line 522 of file cubics.hpp.

operator()()

template<typename NumType >

template<typename TType , typename MoleFractions >

auto teqp::WilsonResidualHelmholtzOverRT< NumType >::operator() ( const TType & T, const MoleFractions & molefracs ) const

inline

Definition at line 547 of file cubics.hpp.

total()

template<typename NumType >

template<typename TType , typename MoleFractions >

auto teqp::WilsonResidualHelmholtzOverRT< NumType >::total ( const TType & T, const MoleFractions & molefracs ) const

inline

Definition at line 527 of file cubics.hpp.

Member Data Documentation

b

template<typename NumType >

const std::vector<double> teqp::WilsonResidualHelmholtzOverRT< NumType >::b

Definition at line 491 of file cubics.hpp.

m

template<typename NumType >

const Eigen::ArrayXXd teqp::WilsonResidualHelmholtzOverRT< NumType >::m

Definition at line 492 of file cubics.hpp.

n

template<typename NumType >

const Eigen::ArrayXXd teqp::WilsonResidualHelmholtzOverRT< NumType >::n

Definition at line 492 of file cubics.hpp.

R

template<typename NumType >

const double teqp::WilsonResidualHelmholtzOverRT< NumType >::R = 8.31446261815324

Definition at line 490 of file cubics.hpp.

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

• include/teqp/models/cubics.hpp