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圆薄板非对称大变形弯曲问题 被引量:6
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作者 王林祥 王新志 邱平 《应用数学和力学》 EI CSCD 北大核心 1992年第12期1103-1115,共13页
本文首先导出圆薄板非轴对称大变形问题的位移基本方程及边界条件.利用变换和摄动法将非线性位移方程线性化,得到了近似边值问题.作为算例,文中研究了圆薄板在较复杂载荷作用下的非线性弯曲问题.
关键词 薄板 圆形 弯曲 非对称 大变形
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IMPROVEMENTS ON THE ARC-LENGTH-TYPE METHOD 被引量:1
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作者 李元齐 沈祖炎 《Acta Mechanica Sinica》 SCIE EI CAS CSCD 2004年第5期541-550,共10页
Arc-length-type and energy-type methods are two main strategies used in structural nonlinear tracing analysis, but the former is widely used due to the explicitness and clarity in conception, as well as the convenienc... Arc-length-type and energy-type methods are two main strategies used in structural nonlinear tracing analysis, but the former is widely used due to the explicitness and clarity in conception, as well as the convenience and reliability in calculation. It is very important to trace the complete load-deflection path in order to know comprehensively the characteristics of structures subjected to loads. Unfortunately, the nonlinear analysis techniques are only workable for tracing the limit-point-type equilibrium path. For the bifurcation-point-type path, most of them cannot secure a satisfactory result. In this paper, main arc-length-type methods are reviewed and compared, and the possible reasons of failures in tracing analysis are briefly discussed. Some improvements are proposed, a displacement perturbation method and a force perturbation method are presented for tracing the bifurcation-point-type paths. Finally, two examples are analyzed to verify the ideas, and some conclusions are drawn with respect to the arc-length-type methods. 展开更多
关键词 arc-length-type methods limit point bifurcation point displacement perturbation method force perturbation method
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NONSYMMETRICAL LARGE DEFORMATION BENDING PROBLEM OF CIRCULAR THIN PLATES
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作者 王林祥 王新志 邱平 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 1992年第12期1149-1162,共14页
To begin with, in this paper, the displacement governing equations and the boundary conditions of nonsymmetrical large deflection problem of circular thin plates are derived. By using the transformation and the pertur... To begin with, in this paper, the displacement governing equations and the boundary conditions of nonsymmetrical large deflection problem of circular thin plates are derived. By using the transformation and the perturbation method, the nonlinear displacement equations are linearized, and the approximate boundary value problems are obtained. As an example, the nonlinear bending problem of circular thin plates subjected to comparatively complex loads is studied. 展开更多
关键词 PLATE displacement nonlinear TRANSFORMATION perturbation method
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