  The aim of this article is to study the limiting behavior of the solutions
for the scaled generalized Euler equations of compressible fluid flow. When the
initial data is of Riemann type, we showed the existence of solution which
consists of shock waves and rarefaction waves and that the distributional limit
of the solutions for this system converges to the solution of a non-strictly
hyperbolic system, called one dimensional model for large scale structure
formation of universe as the scaling parameter vanishes. An explicit entropy
and entropy flux pair are also constructed for the particular flux function
(Brio system) and it is shown that the solution constructed is entropy
admissible. This is a continuation of our work[23].
