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Coupled multi-physical cell-based smoothed finite element method for static analysis of functionally grade magneto-electro-elastic structures at uniform temperature

机译:基于耦合多物理单元的光滑有限元方法,用于均匀温度下功能梯度磁电弹性结构的静态分析

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摘要

A coupled multi-physical cell-based smoothed finite element method (CPCS-FEM) which took account into the coupling effects among elastic, electric, magnetic and thermal fields was proposed to investigate the static behavior of functionally grade magneto-electro-elastic (FG-MEEs) structures under thermal conditions. The proposed CPCS-FEM integrating the standard FEM with gradient smoothing possessed many important features and properties, including the simplified computation (the process of calculating shape functions derivatives was replaced by computing outward normal); arbitrary element shape usage; strong mesh distortion and large deformation issues handling ability. The accuracy, convergence and effectiveness of CPCS-FEM were verified through several numerical examples. With CPCS-FEM the temperature influence on generalized displacements (w- and v- direction displacement components U-w and U-v, electric potential Phi and magnetic potential phi) of FGMEEs structures were explored. The effect of the index factor was simulated through a comparative study. This study offers an efficient technique to model the complex multi-physical problem, and the simulation results can significantly contribute to enhancing the performance and applicability of MEE-based intelligence structures under thermal conditions.
机译:提出了一种基于多物理单元耦合的光滑有限元方法(CPCS-FEM),该方法考虑了弹性,电场,磁场和热场之间的耦合效应,以研究功能级磁电弹性(FG)的静态行为。 -MEEs)结构在热条件下。提议的CPCS-FEM将标准FEM与梯度平滑相结合,具有许多重要的特征和特性,包括简化的计算(形状函数导数的计算过程被向外的法线计算所取代);任意元素形状的用法;网格变形大,变形问题处理能力强。通过几个数值例子验证了CPCS-FEM的准确性,收敛性和有效性。利用CPCS-FEM,研究了温度对FGMEEs结构的广义位移(w和v方向位移分量U-w和U-v,电势Phi和磁势phi)的影响。通过比较研究模拟了指标因子的作用。这项研究提供了一种有效的技术来对复杂的多物理场问题进行建模,并且仿真结果可以极大地提高热条件下基于MEE的智能结构的性能和适用性。

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