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Resonance behavior of FG rectangular microano plate based on nonlocal elasticity theory and strain gradient theory with one gradient constant

机译:基于非局部弹性理论和应变梯度理论的FG矩形微纳板共振行为

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In this article, for the first time, the resonance behaviors of functionally graded microano plates are presented using Kirchhoff plate theory. To consider the small scale effects, the nonlocal elasticity theory and strain gradient theory with one gradient parameter are adopted. In this work, one can see the different behaviors of these two theories. To solve the governing equations, an analytical approach is used to investigate simply supported functionally graded rectangular micro plates. To show the accuracy of present methodology, our results are compared with the results for isotropic gradient micro plate. The effects of gradient parameter, aspect ratio and nonlocal parameter are also studied.
机译:在本文中,首次使用基尔霍夫板理论介绍了功能梯度微/纳米板的共振行为。考虑小尺度效应,采用了具有一个梯度参数的非局部弹性理论和应变梯度理论。在这项工作中,可以看到这两种理论的不同行为。为了求解控制方程,使用一种分析方法来研究简单支撑的功能梯度矩形微板。为了显示本方法的准确性,将我们的结果与各向同性梯度微板的结果进行了比较。还研究了梯度参数,纵横比和非局部参数的影响。

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