teqp::QuantumCorrectedPR Class Reference

#include <cubics.hpp>

Public Member Functions
	QuantumCorrectedPR (const nlohmann::json &j)
template<class VecType >
auto	R (const VecType &) const
auto	get_kmat () const
auto	get_lmat () const
auto	get_Tc_K () const
auto	get_pc_Pa () const
template<typename TType >
auto	get_bi (std::size_t i, const TType &T) const
template<typename TType >
auto	get_ai (std::size_t i, const TType &T) const
template<typename TType , typename FractionsType >
auto	get_ab (const TType &T, const FractionsType &z) const
template<typename TType , typename FractionsType >
auto	get_c (const TType &, const FractionsType &z) const
template<typename TType , typename RhoType , typename FractionsType >
auto	alphar (const TType &T, const RhoType &rhoinit, const FractionsType &molefrac) const
auto	superanc_rhoLV (double T, const std::optional< std::size_t > ifluid=std::nullopt) const

Detailed Description

The quantum corrected Peng-Robinson model as developed in

Ailo Aasen, Morten Hammer, Silvia Lasala, Jean-Noël Jaubert, Øivind Wilhelmsen "Accurate quantum-corrected cubic equations of state for helium, neon, hydrogen, deuterium and their mixtures" Fluid Phase Equilibria 524 (2020) 112790 https://doi.org/10.1016/j.fluid.2020.112790

Definition at line 678 of file cubics.hpp.

Constructor & Destructor Documentation

QuantumCorrectedPR()

teqp::QuantumCorrectedPR::QuantumCorrectedPR ( const nlohmann::json & j )

inline

Definition at line 703 of file cubics.hpp.

Member Function Documentation

alphar()

template<typename TType , typename RhoType , typename FractionsType >

auto teqp::QuantumCorrectedPR::alphar ( const TType & T, const RhoType & rhoinit, const FractionsType & molefrac ) const

inline

Definition at line 763 of file cubics.hpp.

get_ab()

template<typename TType , typename FractionsType >

auto teqp::QuantumCorrectedPR::get_ab ( const TType & T, const FractionsType & z ) const

inline

Definition at line 734 of file cubics.hpp.

get_ai()

template<typename TType >

auto teqp::QuantumCorrectedPR::get_ai ( std::size_t i, const TType & T ) const

inline

Definition at line 725 of file cubics.hpp.

get_bi()

template<typename TType >

auto teqp::QuantumCorrectedPR::get_bi ( std::size_t i, const TType & T ) const

inline

Definition at line 717 of file cubics.hpp.

get_c()

template<typename TType , typename FractionsType >

auto teqp::QuantumCorrectedPR::get_c ( const TType & , const FractionsType & z ) const

inline

Definition at line 752 of file cubics.hpp.

get_kmat()

auto teqp::QuantumCorrectedPR::get_kmat ( ) const

inline

Definition at line 711 of file cubics.hpp.

get_lmat()

auto teqp::QuantumCorrectedPR::get_lmat ( ) const

inline

Definition at line 712 of file cubics.hpp.

get_pc_Pa()

auto teqp::QuantumCorrectedPR::get_pc_Pa ( ) const

inline

Definition at line 714 of file cubics.hpp.

get_Tc_K()

auto teqp::QuantumCorrectedPR::get_Tc_K ( ) const

inline

Definition at line 713 of file cubics.hpp.

R()

template<class VecType >

auto teqp::QuantumCorrectedPR::R ( const VecType & ) const

inline

Definition at line 708 of file cubics.hpp.

superanc_rhoLV()

auto teqp::QuantumCorrectedPR::superanc_rhoLV ( double T, const std::optional< std::size_t > ifluid = std::nullopt ) const

inline

Return a tuple of saturated liquid and vapor densities for the EOS given the temperature Uses the superancillary equations from Bell and Deiters:

Parameters

T	Temperature, in K
ifluid	Index of fluid you want to get superancillary for. Must be provided in the case of mixtures

Definition at line 784 of file cubics.hpp.

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

• include/teqp/models/cubics.hpp