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Analyses of piezoelectric plates with elliptical notches by special finite element

机译:椭圆形缺口压电板的特殊有限元分析

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摘要

A novel special finite element with an elliptical notch, based on the complex potential theory and hybrid variational principle, is proposed for mechanical-electrical coupling analyses of piezoelectric plates with notches. The formulations are given and a variety of examples are analyzed. Comparisons are made with existing analytical or numerical data. It is shown that the proposed element is very efficient and accurate. Some new numerical results are given and discussed. It is found, perhaps for the first time according to the authors' knowledge, that the relationships between the logarithm concentration factor of tangential (θ = 0) stress, electrical displacement, and electrical field at the notch tip and logarithm b/a are linear. Some conclusions are drawn based on the results reported herein.
机译:基于复势理论和混合变分原理,提出了一种新型的带有椭圆形缺口的特殊有限元,用于带缺口压电板的机电耦合分析。给出了配方并分析了许多实例。与现有的分析或数值数据进行比较。结果表明,提出的元件是非常有效和准确的。给出并讨论了一些新的数值结果。可能是根据作者的知识,这是第一次发现切向应力(θ= 0)的对数集中系数,电位移和缺口尖端处的电场与对数b / a之间的关系是线性的。基于本文报道的结果得出一些结论。

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