On the thermodynamics of liquid propane
- 10 October 1988
- journal article
- research article
- Published by Taylor & Francis in Molecular Physics
- Vol. 65 (2) , 475-486
- https://doi.org/10.1080/00268978800101181
Abstract
A non-linear three-centre Lennard-Jones (3CLJ) model is used to simulate propane over the entire liquid region. If one uses the potential parameters recently derived through a thermodynamic perturbation theory by one of the authors, good overall agreement between simulation and experimental data for pressure, residual internal energy, and the derivative quantities heat capacity, adiabatic compressibility and thermal pressure coefficient is found. However, at high densities the simulated pressures are significantly higher than experiment. We demonstrate that the agreement can be greatly improved by readjusting the size parameter σ in the potential by less than 0·5 per cent. It is shown that three-body effects from triple dipole interactions have only a small influence on the thermodynamics of liquid propane. Since these results prove the consistency between experiment, theory and simulation we conclude that the 3CLJ potential used here is an excellent effective pair potential for fluid propane.Keywords
This publication has 12 references indexed in Scilit:
- Application of thermodynamic perturbation theory to multicentre Lennard—Jones molecules. Results for CF4, CCl4, neo-C5H12 and SF6 as tetrahedral and octahedral modelsFluid Phase Equilibria, 1987
- A thermodynamic perturbation theory for non-linear multicentre Lennard-Jones molecules with an anisotropic reference systemMolecular Physics, 1986
- Description of polyatomic real substances by two-center Lennard-Jones model fluidsFluid Phase Equilibria, 1986
- Influence of intermolecular potential parameters on orthobaric properties of fluids consisting of spherical and linear moleculesMolecular Physics, 1984
- Non-additive energy effects in molecular liquidsMolecular Physics, 1983
- Molecular dynamics of rigid systems in cartesian coordinates A general formulationMolecular Physics, 1982
- Dispersion energy constantsC6(A, B), dipole oscillator strength sums and refractivities for Li, N, O, H2, N2, O2, NH3, H2O, NO and N2OMolecular Physics, 1977
- On the calculation of specific heats, thermal pressure coefficients and compressibilities in molecular dynamics simulationsMolecular Physics, 1977
- Liquid argon: Monte carlo and molecular dynamics calculationsMolecular Physics, 1971
- Pairwise Nonadditive Dispersion Potential for Asymmetric MoleculesPhysical Review Letters, 1970