Dynamics of the weakly nonlinear Koiter shell

机译：弱非线性Koiter壳的动力学

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A class of physically nonlinear shells governed by monotone constitutive equations can be obtained by mild modification of the Koiter shell equations presented and discussed for instance by Ciarlet (2000). This paper presents the mathematical discussion of dynamics of such shells. The study involves the proof of existence and uniqueness and the proof of convergence of the mixed FEM-FDM scheme.

机译：一类由单调本构方程控制的物理非线性壳，可以通过对Ciitlet（2000）提出和讨论的Koiter壳方程进行适度修改而获得。本文介绍了此类壳动力学的数学讨论。该研究涉及混合有限元-FDM方案的存在性和唯一性证明以及收敛性证明。

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来源
《SSTA(Shell Structures: Theory and Applications) Conference; 20051012-14; Jurata(PL)》|2005年|P.125-128|共4页
会议地点 Jurata(PL)
作者
P. Kalita; R. Schaefer;
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作者单位

Institute of Computer Science, Jagiellonian University, Cracow, Poland;

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原文格式 PDF
正文语种 eng
中图分类薄壳结构;
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2. ASYMPTOTIC ANALYSIS OF DYNAMIC PROBLEMS FOR LINEARLY ELASTIC SHELLS JUSTIFICATION OF EQUATIONS FOR DYNAMIC KOITER SHELLS [J] . 数学年刊B辑（英文版） . 2001,第003期

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4. Dynamics of the weakly nonlinear Koiter shell [C] . P. Kalita, R. Schaefer Shell Structures: Theory and Applications Conference . 2006

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Dynamics of the weakly nonlinear Koiter shell

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