The Solution of Solid Body Mechanics' Problems Using Mathematical Programs and Computing Systems

机译：使用数学计划和计算系统解决实体力学问题的解决方案

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In this article we investigate the solution schemes for beam bending differential equations using the initial parameters method, the cylindrical shells' and circular plates axisymmetric deformation, the similarity for the boundary conditions' definition and the boundary value problem solution in mechanics and mathematical physics, and mathematical program packages' MathCad, Maple, Mathematica and MATLAB application in the structural element calculation.

机译：在本文中，我们使用初始参数方法，圆柱形壳体和圆形板轴对称变形，边界条件的定义和边界值问题解决方案以及力学和数学物理学中的边值问题解决方案的解决方案方案研究了梁弯曲微分方程的解决方案。数学计划包的Mathcad，Maple，Mathematica和Matlab应用在结构元素计算中。

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《International Conference on Information Technologies in Engineering Education》|2018年|461 p. :|共4页
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A.V. Besova; V.E. Khromatov; M.I. Besova;
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中图分类 G434-532;
关键词
Differential equations; Structural beams; Stress; Mathematical model; Matlab; Finite element analysis; Eigenvalues and eigenfunctions;

机译：微分方程;结构梁;应力;数学模型;MATLAB;有限元分析;特征值和特征障碍;

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4. The Solution of Solid Body Mechanics' Problems Using Mathematical Programs and Computing Systems [C] . A.V. Besova, V.E. Khromatov, M.I. Besova International Conference on Information Technologies in Engineering Education . 2018

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The Solution of Solid Body Mechanics' Problems Using Mathematical Programs and Computing Systems

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