...渐近均匀化方法;边界条件;弹塑性;有限元[gap=1092]Key words: dual phase steels; effective mechanical properties; asymptotic homogenization method; boundary conditions; elasto-plastic; finite element method..
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In this paper, based on the asymptotic homogenization, the periodic boundary conditions for the unit cell are established by using the ANSYS Parametric Design Language, and the problem of the unit cell is solved by finite element method.
本文在渐近均匀化方法的基础上，用ANSYS参数设计语言建立了周期性边界条件，用ANSYS有限元程序对单胞进行了求解，分析了不同微观结构对材料有效性能的影响，并与实验和其它理论结果进行了比较。
参考来源 - 连续介质微观力学均匀化方法在粘弹性复合材料中的应用·2,447,543篇论文数据，部分数据来源于NoteExpress
建模采用渐近均匀化方法。
通过渐近均匀化方法给出了预测FRC整体三维本构关系的解析表达式。
Based on the asymptotic homogenization method a global three-dimensional constitutive relation for viscoelastic FRC was formulated.
渐近均匀化方法是一种便于同时求解复合材料细观与宏观性能的有效方法。
The asymptotic homogenization method is very useful for solving both micro and macro properties of composite materials.
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