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任意形状壳体非线性非K-L普适理论 被引量:1

NONLINEAR UNIVERSAL THEORY WITHOUT USING KIRCHHOFF-LOVE ASSUMPTIONS OF ARBITRARY SHAPE SHELL
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摘要 从理性力学的观点导出任意形状壳体非线性非K-L理论的普适方程,由此即得K-L理论的普适方程,以及各种近似方程,并可将现有文献上的方程作为其近似特例而包含在其中. The universal equations of nonlinear non-K-L theory of arbitrary shape shell are derivedfrom viewpoint of rational mechanics. From this. the universal equations of K-L. theory andvarious approximate equations are obtained. The equations of shell theory in current literature can he as a special case of the universal equations.
出处 《北京航空航天大学学报》 EI CAS CSCD 北大核心 1996年第2期198-204,共7页 Journal of Beijing University of Aeronautics and Astronautics
基金 国防科技预研基金
关键词 壳体 应力张量 应变张量 K-L理论 非线性方程 shells (structural forms) stress tensor strain tensor universality equations non-linear equations
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参考文献2

  • 1黄执中,现代数学和力学MMM.V,1993年
  • 2郭仲衡,非线性弹性理论,1980年

同被引文献13

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  • 6K M Mushtari, K Z Gallimov. Non-linear theory of thin elastic shells[M]. Israel Program for Scientific Translations, 1961.
  • 7A C 沃耳密尔, 卢文达, 等译. 柔韧板与柔韧壳[M]. 北京:科学出版社,1959.A C Volemer. Flexible plates and shells[M]. Beijing: Science Press, 1959.
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