首页> 外文会议>1996 Symposium on Smart Materials, Structures, and MEMS >New magnetic-field-based weighted-residual quasi-static finite element scheme for modeling bulk magnetostriction
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New magnetic-field-based weighted-residual quasi-static finite element scheme for modeling bulk magnetostriction

机译:基于磁场的新的加权残余准静态有限元方案,用于模拟大磁致伸缩

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Abstract: Deformation control of smart structures and damage detection in smart composites by magneto-mechanical tagging are just a few of the increasing number of applications of polydomain, polycrystalline magnetostrictive materials that are currently being researched. Robust computational models of bulk magnetostriction will be of great assistance to designers of smart structures for optimization of performance and development of control strategies. This paper discusses the limitations of existing tools, and reports on the work of the authors in developing a 3D nonlinear continuum finite element scheme for magnetostrictive structures, based on an appropriate Galerkin variational principle and incremental constitutive relations. The unique problems posed by the form of the equations governing magneto-mechanical interactions as well as their impact on the proper choice of variational and finite element discretization schemes are discussed. An adaptation of vectorial edge functions for interpolation of magnetic field in hexahedral elements is outlined. The differences between the proposed finite element scheme and available formations are also discussed in this paper. Computational results obtained from the newly proposed scheme will be presented in a future paper.!19
机译:摘要:智能结构的变形控制和智能复合材料中的磁-机械标记损伤检测只是目前正在研究的多畴,多晶磁致伸缩材料越来越多的应用中的少数几个。强大的体磁致伸缩计算模型将为智能结构的设计人员提供极大的帮助,以优化性能并开发控制策略。本文讨论了现有工具的局限性,并报告了作者在适当的Galerkin变分原理和增量本构关系的基础上开发磁致伸缩结构的3D非线性连续体有限元方案的工作。讨论了控制磁-机械相互作用的方程形式所带来的独特问题,以及它们对正确选择变分和有限元离散化方案的影响。概述了矢量边缘函数的适配,用于内插六面体元素中的磁场。本文还讨论了所提出的有限元方案与可用形式之间的差异。从新提出的方案获得的计算结果将在以后的论文中介绍!! 19

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