Helmholtz |
The HelmholtzEquationOfStateOfPureFluidsBySpanEtAl type exposes the following members.
Name | Description | |
---|---|---|
_alpha0_Cosh | The prefactors outside and inside the argument of the Cosh terms in the equation of the ideal part of the reduced Helmholtz energy. | |
_alpha0_Exp | Prefactor and exponent of the exponential terms in the ideal part of the residual Helmholtz energy. Page 429 Table 6.1 in [2] | |
_alpha0_n_const | The constant term in the equation of the ideal part of the reduced Helmholtz energy. | |
_alpha0_n_lntau | The term with the factor ln(tau) in the equation of the ideal part of the reduced Helmholtz energy. | |
_alpha0_n_tau | The term with the factor tau in the equation of the ideal part of the reduced Helmholtz energy. | |
_alpha0_n_taulntau | The term with the factor tau*ln(tau) in the equation of the ideal part of the reduced Helmholtz energy. | |
_alpha0_Poly | ||
_alpha0_Sinh | The prefactors outside and inside the argument of the Sinh terms in the equation of the ideal part of the reduced Helmholtz energy. | |
_alphaR_Exp | Parameter for the exponential terms of the reduced Helmholtz energy. term = ni * tau^ti * delta^di * Exp(gi * delta^li) with gi normally equal to -1. | |
_alphaR_Gauss | ||
_alphaR_Nonanalytical | ||
_alphaR_Poly | Parameter for the polynomial terms of the reduced Helmholtz energy. | |
_emptyDoubleArray | ||
_emptyDoubleDoubleArray | ||
_meltingPressure_Coefficients | ||
_meltingPressure_ReducingPressure | ||
_meltingPressure_ReducingTemperature | ||
_meltingPressure_Type | ||
_saturatedLiquidDensity_Coefficients | ||
_saturatedLiquidDensity_Type | ||
_saturatedVaporDensity_Coefficients | ||
_saturatedVaporDensity_Type | ||
_saturatedVaporPressure_Coefficients | ||
_saturatedVaporPressure_Type | ||
_sublimationPressure_PolynomialCoefficients1 | ||
_sublimationPressure_PolynomialCoefficients2 | ||
_sublimationPressure_PolynomialCoefficients3 | ||
_sublimationPressure_ReducingPressure | ||
_sublimationPressure_ReducingTemperature | ||
_sublimationPressure_Type |