THE 2ND VIRIAL-COEFFICIENT FOR A STRONGLY BROWNIAN SUSPENSION OF ARBITRARY CONVEX-BODIES WITH MODEL INTERACTION POTENTIALS

The methods of integral geometry are used to determine the second viri al coefficient of the expression for the pressure in terms of the numb er density for a suspension of arbitrary convex bodies with model inte raction potentials. One special case considered assumes that the inter action energy is a function of only the minimum distance between the b odies, and others assume that the interaction energy is a function of the volume, surface area, and integral of the mean curvature of the in tersection of the two bodies.