论文信息 - A fast algorithm to calculate shortest distances between linear segments and angular averages for soft repulsive potentials depending on shortest dista - 字舞流文

A fast algorithm to calculate shortest distances between linear segments and angular averages for soft repulsive potentials depending on shortest dista

S. Lago | P. Sevilla | S. Lago | P. Sevilla

[1] S. Lago,et al. Thermodynamic perturbation theory for molecular liquid mixtures , 1983 .

[2] S. Lago,et al. Statistical Mechanical Theory of Rod-Like Molecular Fluids with Kihara-Type Interactions. I. Molecular Distribution Functions , 1981 .

[3] J. Perram,et al. Perturbation theory for the two-centre Lennard-Jones fluid using a spherically averaged reference potential , 1980 .

[4] T. Boublík. Perturbation theory for fluids of rod-like molecules interacting via the Kihara potential , 1976 .

[5] W. Steele,et al. Statistical Mechanics of Linear Molecules. I. Potential Energy Functions , 1967 .

[6] E. Thiele,et al. Equation of State for Hard Spheres , 1963 .

[7] M. Wertheim,et al. EXACT SOLUTION OF THE PERCUS-YEVICK INTEGRAL EQUATION FOR HARD SPHERES , 1963 .

[8] S. Lago,et al. Excess thermodynamic functions of kihara-molecule mixtures from the simple perturbation theory , 1980 .