Coefficients for one fluid. More...

#include <pcsaft.hpp>

Public Attributes
std::string	name
	Name of fluid.

double	m = -1
	number of segments

double	sigma_Angstrom = -1
	[A] segment diameter

double	epsilon_over_k = -1
	[K] depth of pair potential divided by Boltzman constant

std::string	BibTeXKey
	The BibTeXKey for the reference for these coefficients.

double	mustar2 = 0
	nondimensional, the reduced dipole moment squared

double	nmu = 0
	number of dipolar segments

double	Qstar2 = 0
	nondimensional, the reduced quadrupole squared

double	nQ = 0
	number of quadrupolar segments

Detailed Description

Coefficients for one fluid.

Definition at line 21 of file pcsaft.hpp.

Member Data Documentation

◆ BibTeXKey

std::string teqp::PCSAFT::SAFTCoeffs::BibTeXKey

The BibTeXKey for the reference for these coefficients.

Definition at line 26 of file pcsaft.hpp.

◆ epsilon_over_k

double teqp::PCSAFT::SAFTCoeffs::epsilon_over_k = -1

[K] depth of pair potential divided by Boltzman constant

Definition at line 25 of file pcsaft.hpp.

◆ m

double teqp::PCSAFT::SAFTCoeffs::m = -1

number of segments

Definition at line 23 of file pcsaft.hpp.

◆ mustar2

double teqp::PCSAFT::SAFTCoeffs::mustar2 = 0

nondimensional, the reduced dipole moment squared

Definition at line 27 of file pcsaft.hpp.

◆ name

std::string teqp::PCSAFT::SAFTCoeffs::name

Name of fluid.

Definition at line 22 of file pcsaft.hpp.

◆ nmu

double teqp::PCSAFT::SAFTCoeffs::nmu = 0

number of dipolar segments

Definition at line 28 of file pcsaft.hpp.

◆ nQ

double teqp::PCSAFT::SAFTCoeffs::nQ = 0

number of quadrupolar segments

Definition at line 30 of file pcsaft.hpp.

◆ Qstar2

double teqp::PCSAFT::SAFTCoeffs::Qstar2 = 0

nondimensional, the reduced quadrupole squared

Definition at line 29 of file pcsaft.hpp.

◆ sigma_Angstrom

double teqp::PCSAFT::SAFTCoeffs::sigma_Angstrom = -1

[A] segment diameter

Definition at line 24 of file pcsaft.hpp.

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

include/teqp/models/pcsaft.hpp

Public Attributes