Solving Mathematical Physics Problems in the Wolfram Mathematica System

Abstract

Mathematical models of various processes are built on the base of partial differential equations, which are called equations of mathematical physics. The investigation of such an equation is a very difficult problem. At the same time increase of volumes of problems of modeling demands the readiness of many specialists, working in applied fields, to investigate such class of models. Modern scientific software, in particular, Mathematica system, helps to solve this problem. The article is devoted to the methods of usage of this system for the investigation of the mathematical models, leading to the need for the solution of such equations. These methods help to increase the effectiveness of learning of disciplines, connected with mathematical modeling and solution of problems of scientific and research character. The examples of the solution for linear and nonlinear partial differential equations are given.

Keywords

• problems of mathematical physics
• wolfram mathematica system