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Steady-state characteristics of the coupled magneto-electro-thermo-elastic multi-physical system based on cell-based smoothed finite element method

机译:基于细胞平滑有限元方法的磁电热弹性耦合多物理系统的稳态特性

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摘要

A cell-based smoothed finite element method (CS-FEM) which incorporated the coupling among elastic, electric, magnetic and thermal properties was proposed to characterize the steady-state magneto-electro-elastic (MEE) structures in the thermal environment. Gradient smoothing was introduced into standard finite element method (FEM), to determine the accurate system stiffness. In CS-FEM, when the values of shape functions at the Gaussian integration point were directly utilized, the computation process was simplified; when no mapping procedure was involved, general shape elements could be employed, and mesh distortion and large deformation issues were dealt with more talentedly. CS-FEM could be carried out with customized subroutines in the business software. The accuracy and convergence of CS-FEM were proved through several numerical examples. Effects of clamped-free and clamped-clamped boundary conditions on the generalized displacements in the thermal environment were also determined. The simulation results can significantly contribute to enhancing the performance and applicability of MEE-based intelligence structures in the thermal environment.
机译:提出了一种基于单元的平滑有限元方法(CS-FEM),该方法结合了弹性,电,磁和热属性之间的耦合,以表征热环境中的稳态磁电弹性(MEE)结构。将梯度平滑引入标准有限元方法(FEM)中,以确定精确的系统刚度。在CS-FEM中,直接利用高斯积分点处的形状函数值,简化了计算过程。当不涉及任何映射过程时,可以采用一般的形状元素,并且可以更灵活地处理网格变形和大变形问题。可以使用商业软件中的自定义子例程来执行CS-FEM。通过几个数值例子证明了CS-FEM的准确性和收敛性。还确定了在热环境中自由夹紧和夹紧夹紧边界条件对广义位移的影响。仿真结果可以极大地增强基于MEE的智能结构在热环境中的性能和适用性。

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