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Multi-scale constitutive model of magnetic shape memory alloys

机译:磁性形状记忆合金的多尺度本构模型

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Important advances in multi-scale computer simulation techniques for computational materials science have been made in the last decade as scientists and engineers strive to imbue continuum-based models with more-realistic details at quantum and atomistic scales. One major class of multi-scale models directly couples the atomistic detail to the macro region modeled using continuum concepts and finite element methods. Here, the development of such coupled atomistic/continuum model is presented within a single coherent framework with the aim of providing quantitative description of the constitutive behavior of magnetic shape memory alloys. A formulation of the Helmholtz free energy potential based on one-dimensional Ising model has been derived. The developed thermodynamic potential has been used in the context of the sharp phase front-based continuum model of the first order phase transformations suggested by Stoilov and Bhattacharyya (Acta Mat. 2002).
机译:在过去的十年中,随着科学家和工程师努力在量子和原子尺度上使基于连续体的模型具有更真实的细节,在计算材料科学的多尺度计算机仿真技术方面取得了重要进展。一类主要的多尺度模型将原子细节直接耦合到使用连续体概念和有限元方法建模的宏区域。这里,在单个相干框架内提出了这种耦合的原子/连续谱模型的发展,目的是对磁性形状记忆合金的本构行为进行定量描述。推导了基于一维伊辛模型的亥姆霍兹自由能势的公式。在Stoilov和Bhattacharyya(Acta Mat。2002)提出的基于尖锐相锋的一阶相变连续谱模型的背景下,已经开发了热力学势。

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