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Monte Carlo simulations of densely-packed athermal polymers in the bulk and under confinement Foteinopoulou K, Karayiannis NC, Laso M Chemical Engineering Science, 121, 118, 2015 |
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A square-well based equation of state taking into account the connectivity in chain molecules Sadowski G Fluid Phase Equilibria, 149(1-2), 75, 1998 |
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Generalized Flory equations of state for copolymers modeled as square-well chain fluids Gulati HS, Hall CK Journal of Chemical Physics, 108(17), 7478, 1998 |
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A Born-Green-Yvon integral equation theory for self-interacting lattice polymers Taylor MP, Lipson JEG Journal of Chemical Physics, 109(17), 7583, 1998 |
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Primitive Models of Chemical Association .2. Polymerization into Flexible Chain Molecules of Prescribed Length Kalyuzhnyi YV, Lin CT, Stell G Journal of Chemical Physics, 106(5), 1940, 1997 |
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Athermal Lattice Polymers - A Comparison of RISM Theory and Monte-Carlo Simulations Janssen RH, Nies E, Cifra P Macromolecules, 30(20), 6339, 1997 |
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Molecular Thermodynamic Theory for Polymer Systems .2. Equation of State for Chain Fluids Liu HL, Hu Y Fluid Phase Equilibria, 122(1-2), 75, 1996 |
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Equation of State for Fluids Containing Chain-Like Molecules Hu Y, Liu HL, Prausnitz JM Journal of Chemical Physics, 104(1), 396, 1996 |
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Simple Relationships Between Statistical-Mechanics Expectation Values Hamad EZ Journal of Chemical Physics, 105(11), 4761, 1996 |