The Inverse Conjecture for the Revised Enskog Equation

摘要: It is shown that the pair correlation function (which by definition high-density factor in revised Enskog theory) not always a well-defined functional of local density. Moreover, for finite system with periodic boundary conditions and space homogeneous case, this function, computed at contact value, bounded maximum allowed density (i.e., densitynmax such that, one dimension, 1/a−1/L⩽nmax<1/a; equality sign, which corresponds to usual close-packing whichL/a an integer, being included as particular case). At least one-dimensional gas model value approach infinity thermodynamic hydrodynamic limits. A new form equation, does depend on inverse conjecture, finally given.