USE OF NUMERICAL METHODS OF VVTSP AND MAK-KORMAK FOR THE SOLUTION OF THE BURGERS EQUATION.

In this article, the Burgers equations are used as a model equation. The Model Burgers equation describes the viscous flow of a fluid. Using the numerical methods of the All- Russian Center for Advanced Research and Development and Mac-Cormack, the convergence and stability parameters of difference schemes are studied when calculating the dynamics of a viscous medium by the grid method. The exact solutions of the above equation are presented. To solve the parabolic equation of Burgers, two-step finite-difference Mac-Cormack methods are used[4]. The Mac-Cormack method is used to solve the Burgers equation. The calculated data are compared with the data