NUMERICAL MODELING OF THE PROCESS TEMPERATURE DISTRIBUTION AND ITS SOLUTION IN THE MATHCAD SYSTEM

in this paper we consider the problem of temperature propagation along a metal rod of length L. Where the boundary conditions are given in the following form: at the point x = 0 we have the temperature, and at the point x = L we have the temperature. And the initial time t = 0, the propagation of temperature along the length of the rod is given in the form. This mathematical model ( The boundary-value problem is solved by the sweep method, using explicit schemes. The program is compiled on MathCad where the stability conditions for explicit schemes are performed using the formula 5 , 0 2 h k .

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