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NUMERICAL SIMULATION OF HEAT CONDUCTIVITY IN INHOMOGENEOUS FLAT PLATE
Dmitriev Vladislav Leonidovich1, Todorovich Anastasia Andreevna2
1Sterlitamak branch of the Bashkir state University, Ph.D. (Physics and Mathematics), associate Professor of the Department of applied informatics and programming
2Sterlitamak branch of the Bashkir state University, the 4th year student of the faculty of mathematics and information technology
1Sterlitamak branch of the Bashkir state University, Ph.D. (Physics and Mathematics), associate Professor of the Department of applied informatics and programming
2Sterlitamak branch of the Bashkir state University, the 4th year student of the faculty of mathematics and information technology
Abstract
This paper considers the problem of modeling heat conduction in inhomogeneous flat plate containing a region with sources of heat and cold in rectangular shape. To solve the problem of the distribution of temperatures recorded by the heat conduction equation for two-dimensional environment in a finite-difference scheme. Written a computer program to calculate the temperature distribution in the plate.
Category: 01.00.00 Physics and mathematics
Article reference:
Numerical simulation of heat conductivity in inhomogeneous flat plate // Modern scientific researches and innovations. 2015. № 12 [Electronic journal]. URL: https://web.snauka.ru/en/issues/2015/12/61187
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