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Construction of an Approximate Theory of Shells by Means of Asymptotic Integration of Equations of the Theory of Elasticity

机译：用弹性理论方程的渐近积分构造壳的近似理论

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作者
Gol'denveizer, A. L.;
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年度 1964
页码 p.1-2
总页数 2
原文格式 PDF
正文语种 eng
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关键词
ELASTIC SHELLS ; NUMERICAL ANALYSIS ; THEORY ; ITERATIVE METHODS ; ELASTICITY ; INTEGRATION ; DIFFERENTIAL EQUATIONS ; TENSOR ANALYSIS ; STRESSES ; DEFORMATION ; USSR;

机译：弹性壳;数值分析;理论;迭代法;弹性;积分;微分方程;张量分析;应力;变形;苏联;

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1. 3-D Theory versus 2-D approximate theory of free orthotropic (isotropic) plate and shell vibrations, part 1: derivation of governing equations [J] . J. Awrejcewicz, V. A. Krysko Journal of Sound and Vibration . 1999,第5期

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5. INVARIANCE THEORY OF RIEMANNIAN GEOMETRY AND THE ASYMPTOTICS OF THE HEAT EQUATION. [D] . WILLIS, LINDEN GLEN. 1984

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6. On Certain Asymptotic Expressions in the Theory of Linear Differential Equations [O] . W. E. Milne 1916

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Construction of an Approximate Theory of Shells by Means of Asymptotic Integration of Equations of the Theory of Elasticity

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