FGM板(Sus304/Al2O3)模态有限元分析

Ashrafi Hr, Aghaei Mz, D. Jalili, P. Beiranvand, M. MasoudGohari
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引用次数: 2

摘要

本文旨在利用有限元法对功能梯度材料(FGM)板进行模态分析,确定其固有频率和模态振型。为此,用MATLAB编写了一个代码,并与ABAQUS进行了链接。首先,根据其他研究者的模型进行仿真,然后将得到的结果进行比较,验证本研究的准确性。得到的固有频率和振型结果表明,用户编写的子程序和本研究中使用的有限元模型具有良好的性能。在对得到的结果进行验证后,研究了夹紧条件和材料类型(即参数n)的影响。在这方面,有限元分析在完全夹紧条件进行不同的n值。结果表明,固有频率随n的增加,因为增加的n,陶瓷阶段女性生殖器切割板的数量减少,而金属相的数量增加,导致降低板的刚度,因此,固有频率,随着氧化铝的杨氏模量等于380 GPa和SUS304等于207 GPa的杨氏模量。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modal Analysis of FGM Plates (Sus304/Al2O3) Using FEM
The present work aims to carry out modal analysis of a functionally graded material (FGM) plate to determine its natural frequencies and mode shapes by using Finite Element Method (FEM). For this purpose, a code was written in MATLAB and linked with ABAQUS. First, a simulation was performed in accordance to other researcher’s model, and then after comparing the obtained results, the accuracy of the present study was verified. The obtained results for natural frequency and mode shapes indicate good performance of user-written subroutine as well as FEM model used in present study. After verification of obtained results, the effect of clamping condition and the material type (i.e., the parameter n) was investigated. In this respect, finite element analysis was carried out in fully clamped condition for different values of n. The results indicate that the natural frequency decreases with increase of n, since with increase of n, the amount of ceramic phase in FGM plate decreases, while the amount of metal phase increases, leading to decrease of the plate stiffness and hence, natural frequency, as the Young modulus of Al2O3 is equal to 380 GPa and the Young modulus of SUS304 is equal to 207 GPa.
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