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Reissner—Mindlin板模型的关于板厚一致收敛逼近方法
引用本文:段火元. Reissner—Mindlin板模型的关于板厚一致收敛逼近方法[J]. 应用力学学报, 1999, 16(2): 17-26
作者姓名:段火元
作者单位:中国地质大学
摘    要:针对Reissner-Mindlin夹支板模型,给出了两个关于板厚一致收敛的稳定给有限元逼近格式,其一,局部特征值摄动法,其二,残差bubble-函数法。

关 键 词:夹支板 特征值摄动 一致收敛 R-M板模型

Approximating Methods for Reissner Mindlin Plates with the Convergence Rate Independent of the Thickness
Duan Huoyuan. Approximating Methods for Reissner Mindlin Plates with the Convergence Rate Independent of the Thickness[J]. Chinese Journal of Applied Mechanics, 1999, 16(2): 17-26
Authors:Duan Huoyuan
Affiliation:Institute of Computational Mathematics and Scientific/Engineering Computing Chinese Academy of Sciences P.O.Box 2719 100080
Abstract:In this note, we present two stabilized approximating schemes for the Reissner Mindelin plate with the convergence rate independent of the thickness by using mixed finite elements. The first method lies in the introducing the perturbation of the local eigenvalue in the mixed Ritz variational formulations, and the other one employing the residual bubbles.
Keywords:Reissner Mindlin plate   eigenvalue perturbation   residual bubbles   stabilized method.
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