Nonlinear Applications, State Equations and Simulations for Piezoelectric Materials

A. Alvarado, A. Jacome, F. J. De la Hidalga-W, P. Rosales-Quintero
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Abstract

The nonlinear effects of piezoelectric materials can be used in the 5G and IoT scope, and considering that the most general problems have not analytic solution, the FEM simulations are a fundamental design tool. In this work, we present the stress-charge formulation for nonlinear piezoelectric materials, such it is compatible and has an easy way to implement for the most commonly simulations tools used in industry and research level. Also, we present the simulations results for the variable capacitance and resonance frequency shift nonlinear phenomena, having a good fitting with the recent and important experimental results. The value of the components of the nonlinear tensors founded for the simulations were g333 = −80N/V m and $q_{331}^r = q_{333}^r = - 1600$. The average percent errors obtained for simulations of resonance frequency shift was 0.32%, and for the variable capacitance was 0.069%.
压电材料的非线性应用、状态方程与模拟
压电材料的非线性效应可用于 5G 和物联网领域,考虑到大多数一般问题都没有解析解,有限元模拟是一种基本的设计工具。在这项工作中,我们提出了非线性压电材料的应力-电荷公式,该公式与工业和研究领域最常用的模拟工具兼容并易于实现。此外,我们还介绍了可变电容和共振频率偏移非线性现象的模拟结果,这些结果与最近的重要实验结果非常吻合。模拟所依据的非线性张量值为 g333 = -80N/V m 和 $q_{331}^r = q_{333}^r = - 1600$。共振频率偏移模拟的平均百分比误差为 0.32%,可变电容的平均百分比误差为 0.069%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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