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Modeling of the martensite transformation and reorientation in SMA under thermomechanical loading. Design of Finite Element adaptative micro-components

机译:热机械负荷下SMA马氏体转化与重新定向的建模。有限元适配微型组件的设计

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A macroscopic three dimensional constitutive law for Shape Memory Alloys is presented. It is based on a thermodynamical description of the martensitic phase transformation and a simplfied micromechanical approach. It takes into account mechanical aspects such as superelasticity or martensite reorientation and thermal ones as the shape memory effect. The material behavior is described by three internal variables: the martensite volume fraction, the mean tensorial transformation strain of the martensite and the mean tensorial strain due to martensite variants detwinning. The thermodynamical potential adopted is the Gibbs free energy, which can be differentiated into three processes: martensitic phase transformation, martensite orientation and martensite variants twinning. The interaction energies between grains of a Representative Volume Element (inter-granular), between variants inside grains (intra-granular) and between twins inside martensite variants (inter-twins) are taken into account in an averaged way. Three material parameters represent these interactions. They are identied from experimental thermomechanical tests. The model is implemented into the finite element code ABAQUS with the subroutine UMAT (User Material) in order to analyse the response of structures in Shape Memory Alloys. Thermomechanical tangent operators are computed. An application of the analysis for a structure using the shape memory effect is detailed. Further investigations will be made to take into account the size and surface effects. The aim is to provide a numerical tool for the design of microfluidic applications using thin SMA films (micropump, microvalve,...).
机译:介绍了形状记忆合金的宏观三维结构型法。它基于马氏体相变的热力学描述和简化的微机械方法。它考虑了机械方面,例如超弹性或马氏体重新定向和热形作为形状记忆效应。材料行为由三个内部变量描述:马氏体体积分数,马氏体的平均姿态转化应变和Martensite Valiants Detwinning引起的平均姿态应变。采用的热力学潜力是吉布斯自由能,可以分为三种方法:马氏体相变,马氏体取向和马氏体变体孪生。以平均方式考虑谷物内颗粒(粒状)内部和孪晶型之间的孪晶之间的变体之间的代表体积元素(粒状)之间的相互作用能量。三个材料参数表示这些交互。它们与实验热机械测试相同。该模型与子程序UMAT(用户材料)实现到有限元代码ABAQUS中,以分析形状记忆合金中结构的响应。计算热机械切线操作员。使用形状记忆效应进行分析的应用。将进一步调查考虑到尺寸和表面效应。目的是提供使用薄的SMA薄膜(MicroPump,MicroVoveVe,...)设计的数值工具。

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