首页> 外文会议>10th International congress on thermal stresse >EFFICIENT MATHEMATICAL METHODS FOR ANALYSIS OF THERMOELASTIC EQUILIBRIUM OF HOMOGENEOUS AND NON-HOMOGENEOUS SOLIDS

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EFFICIENT MATHEMATICAL METHODS FOR ANALYSIS OF THERMOELASTIC EQUILIBRIUM OF HOMOGENEOUS AND NON-HOMOGENEOUS SOLIDS

机译：分析均质和非均质固体热弹性平衡的有效数学方法

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摘要

This talk addresses efficient methods for analysis of elastic equilibrium of homogeneous and inho-mogeneous anisotropic solids with plane and cylindrical surfaces under action of complex thermal and force loadings.The primary goal lies in the construction of analytical solutions to the two- and three-dimensional elasticity and thermoelasticity problems in explicit functional form,which is convenient for satisfaction of the boundary conditions on the entire surface of a solid.

机译：这篇演讲提出了在复杂的热力和力载荷作用下分析平面和圆柱表面的均质和非均质各向异性固体的弹性平衡的有效方法，其主要目的在于构建二维和三维的解析解。显式功能形式的弹性和热弹性问题，这很容易满足固体整个表面上的边界条件。

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来源
《10th International congress on thermal stresse》|2013年|1-4|共4页
会议地点 Nanjing(CN)
作者
Roman Kushnir; Yuriy Tokovyy;
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作者单位

Pidstryhach Institute for Applied Problems of Mechanics and Mathematics,National Academy of Sciences of Ukraine,Lviv,Ukraine;

Pidstryhach Institute for Applied Problems of Mechanics and Mathematics,National Academy of Sciences of Ukraine,Lviv,Ukraine;

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会议组织
原文格式 PDF
正文语种 eng
中图分类 O318.6;
关键词
analytical methods; thermal stresses; inhomogeneous solids; finite cylinder;

机译：分析方法;热应力;不均匀固体;有限圆柱体;

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EFFICIENT MATHEMATICAL METHODS FOR ANALYSIS OF THERMOELASTIC EQUILIBRIUM OF HOMOGENEOUS AND NON-HOMOGENEOUS SOLIDS

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