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Application of the boundary-domain element method to the pre/post-buckling of von Karma pates

机译:边界域元法在冯·卡尔玛板前/后屈曲中的应用

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摘要

Based on the BEM formulations for the finite deflection problem of von-Karman-type plates, this paper presents an incremental boundary domain element method for the pre/post-buckling problem of thin elastic plates. As the governing equations involve the coupled in-plane and out-of-plane deformations as the nonlinear terms, the boundary integral equations are formulated in terms of the increment by using the fundamental solutions for the linear parts of the differential oeprators. Some of the innovations are made in order to improve the accuracy and accelerate the convergence of he solution procedure. The load-incrementation method and also the arc-ength-incrementation method are employed for each incremental step. Numerical analysis is carried out and the results are compared with the available analytical solutions to demonstrate the effectiveness of the proposed method.
机译:基于对冯-卡尔曼型板的有限挠度问题的BEM公式,提出了一种求解弹性薄板屈曲前/后屈曲问题的增量边界域元方法。由于控制方程涉及平面内和平面外耦合变形作为非线性项,因此,通过使用微分运算器线性部分的基本解,边界积分方程根据增量来表示。进行了一些创新,以提高准确性并加快求解过程的收敛速度。对于每个增量步骤,均采用负荷增量方法以及电弧强度增量方法。进行了数值分析,并将结果与​​可用的分析解决方案进行了比较,以证明该方法的有效性。

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