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杆,壳子空间变分原理
引用本文:郑泉水 杨德品. 杆,壳子空间变分原理[J]. 应用数学和力学, 1992, 13(11): 977-983
作者姓名:郑泉水 杨德品
作者单位:江西工业大学(郑泉水,杨德品),江西工业大学(宋固全)
摘    要:本文建立了杆、壳的子空间变分原理的一般形式,将它作为杆、壳的本构近似理论中的控制方程.并由此得出杆、壳的本构方程,所得结果令人满意.

关 键 词:杆 壳 子空间变分 本构方程

Subspace Variational Principle of Rods and Shells
Zheng Quan-shui Yang De-pin Song Gu-quan. Subspace Variational Principle of Rods and Shells[J]. Applied Mathematics and Mechanics, 1992, 13(11): 977-983
Authors:Zheng Quan-shui Yang De-pin Song Gu-quan
Abstract:This paper builds the general forms of subspace variational principles of rods and shells which are taken as the controlled equations of the constitutive theories developed from the three-dimensional (non-polar) continuum mechanics. And the constitutive equations of rods and shells using the principles are satisfactory.
Keywords:theory of rods and shells   subspace variational principle   constitutive equations
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