1999Molecular PhysicsRequires access

Analytical model for thermodynamic properties of an adhesive hard sphere Yukawa fluid

Mitsuaki Ginoza, Makoto Yasutomi

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Abstract

An analytical expression is presented of the excess Helmholtz free energy due to the Yukawa interaction for an adhesive hard sphere Yukawa fluid with an arbitrary number of components. The result is based on the generalized mean-spherical approximation solution of the Ornstein—Zernike equation in the fluid.

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What this paper is about

An analytical expression is presented of the excess Helmholtz free energy due to the Yukawa interaction for an adhesive hard sphere Yukawa fluid with an arbitrary number of components. The result is based on the generalized mean-spherical approximation solution of the Ornstein—Zernike equation in the fluid.

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Available abstract

An analytical expression is presented of the excess Helmholtz free energy due to the Yukawa interaction for an adhesive hard sphere Yukawa fluid with an arbitrary number of components. The result is based on the generalized mean-spherical approximation solution of the Ornstein—Zernike equation in the fluid.

Key concepts: Yukawa potential, Helmholtz free energy, Hard spheres, Physics, Classical mechanics, Thermodynamics, Mathematical physics, Statistical physics

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