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APPROXIMATION OF A FLAT PROBLEM OF THE THEORY OF ELASTICITY BY THE FINITE ELEMENT METHOD
Babiner Elena Stanislavovna1, Chepulaev Nikolay Vasilievich2
1Amur River Region State Sholom-Aleihem University, Senior lecturer, department of mathematics and methods of teaching mathematics
2Amur River Region State Sholom-Aleihem University, student of the 3th course of faculty of mathematics, information technologies and technics
1Amur River Region State Sholom-Aleihem University, Senior lecturer, department of mathematics and methods of teaching mathematics
2Amur River Region State Sholom-Aleihem University, student of the 3th course of faculty of mathematics, information technologies and technics
Abstract
In article application of the finite element method at approximation of variation statement of a boundary problems on rectangular and trapezoid areas is considered. In result of transition from a continuous problem to a finite-dimensional problem receive system of the equations. In article stages of generation of such system are described.
Keywords: stationary boundary problems, The finite element method
Category: 01.00.00 Physics and mathematics
Article reference:
Approximation of a flat problem of the theory of elasticity by the finite element method // Modern scientific researches and innovations. 2015. № 1. P. 1 [Electronic journal]. URL: https://web.snauka.ru/en/issues/2015/01/42945
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