Formulation of the Analytical Method of Three-Dimensional Thermoelastic Problems in Finite Deformations
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概要
- 論文の詳細を見る
We apply the conventional consideration of an analytical method in linear thermoelastic problems to nonlinear thermoelastic problems in the second-order theory. The basic equations of nonlinear thermoelastic problems are formulated by using Adkins perturbation method. Thermoelastic potentials applying the Helmholtz theorem are also introduced for analyzing nonlinear thermoelasticity problems. Moreover, by applying these thermoelastic potentials, we propose a formulation of the analytical method to solve boundary-value problems of axisymmetrical uncoupled quasi-static thermoelasticity in finite deformations. Finally, some potentials for axisymmetrical thermoelastic problems of finite deformations are shown.
- 一般社団法人日本機械学会の論文
- 1991-10-15
著者
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Takahashi Susumu
Department Of Mechanical Engineering Kanto Gakuin University
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IMAI HIDEO
Institute of Pharmaceutical Sciences, Hiroshima University School of Medicine
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Imai Hideo
Institute Of Pharmaceutical Sciences Fukuyama University
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Imai Hideo
Institute Of Technology Kanto Gakuin University
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Takahashi Susumu
Department Of Applied Chemistry Graduate School Of Engineering The University Of Tokyo
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