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Solution to the Liouville Equation under Equilibrium Conditions

2 Solution to the Liouville Equation under Equilibrium Conditions [Pg.78]

For a system of molecules at equilibrium, the density function is independent of time and the Liouville equation becomes [Pg.78]

we assume a separable solution and that the force is configurational dependent only [F, (r- )]. Thus, we seek a separable, stationary solution to Eq. (4.1) as [Pg.79]

For a system of point particles at equilibrium, the function nn depends only on the separation distances between particles. Functionally, we must have [Pg.79]

In this section, for the sake of simplicity, we will assume that the intermolecular potential function for point particles depends only on the separation distances, i.e.. [Pg.79]




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