• SOLUTION OF BURGER’S EQUATION WITH NEUMAN CONDITIONS AND IT’S PROBABILITY DENSITY FUNCTION

Abstract

Viscid Burger’s equation is solved in this paper using travelling wave solution. The procedure is divided into four steps. In the first step, the travelling wave solution is used to reduce Burger equation to nonlinear ordinary differential equation. The second step is reducing the nonlinear ordinary differential equation to a system of first order differential equation. In the third step this system is solved to get Riccatti differential equation. In the fourth step we reduce Riccatti equation to Bernoulli equation.