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Finite element simulation of magnetostrictive and piezoelectric coupling in a layered structure

机译:层状结构中磁致伸缩和压电耦合的有限元模拟

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In general, piezoelectric materials are employed as the sources that provide stress coupled electric polarization, while piezomagnetic [1] or magnetostrictive [2??4] materials are used as the sources that provide strain coupled magnetization in magnetoelectric composites. Computer models of ME efficiency are often constructed based on the coupling of piezoelectric and effective piezomagnetic properties. While in fact, the form of piezoelectric/magnetostrictive composite has been most commonly used, and dramatic strain as large as 10??3 (TbDyF2) has been widely reported for magnetostrictive materials. An ideal magnetostrictive material does not show hysteresis behavior, which makes it easy to be controlled when coupled with piezoelectric materials. Furthermore, it is a fourth rank tensor property, which does not contain axial handedness problem [5]. In this approach, a model is constructed to couple fourth rank magnetostriction with piezoelectric in composite form to evaluate the ME efficiency for such materials.
机译:通常,压电材料被用作提供应力耦合极化的源,而压电[1]或磁致伸缩[2→4]材料被用作在磁电复合材料中提供应变耦合的磁化的源。 ME效率的计算机模型通常基于压电和有效压电特性的耦合来构建。实际上,最常使用压电/磁致伸缩复合材料的形式,对于磁致伸缩材料,广泛报道了高达10 -3(TbDyF2)的剧烈应变。理想的磁致伸缩材料不会表现出磁滞现象,这使得在与压电材料耦合时易于控制。此外,它是第四等级张量特性,不包含轴向惯性问题[5]。在这种方法中,构建了一个模型,以复合形式将第四级磁致伸缩与压电耦合,以评估此类材料的ME效率。

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