研究颗粒增强复合材料的分析方法大致可分为两类:一类是基于均匀化理论(Homogenization Theory),根据微结构的特点在小变形、线弹性理论的框架内修正复合材料的本构关系,从而得到一种等效的本构关系【4】。
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Assembly homogenization theory 组件均匀化理论
asymptotic homogenization theory 均匀化方法
Stokes fluid homogenization theory is first introduced .
本文首先介绍了Stokes流体均匀化理论。
参考来源 - 液态复合材料模塑成型工艺的渗透率拓扑优化CFRP Sheets,non-linear finite element,bond-slip,homogenization theory,ductility,mixing modeling,elastic-plastic damage fracture constitutive relationship
碳纤维布,非线性有限元,粘结滑移,均匀化理论,延性,混合模型,弹塑性损伤断裂本构关系。
参考来源 - 碳纤维布增强钢筋混凝土构件的非线性有限元分析·2,447,543篇论文数据，部分数据来源于NoteExpress
Based on the homogenization theory and finite element method, factors influencing the performance of heat exchanger's tube-sheet structure were discussed.
根据复合材料力学中的均匀化理论并借助有限元方法，针对管板设计中存在的问题，对影响管板结构性能的因素进行探讨。
Based on the homogenization theory, the multi-scale analysis methods of the viscoelastic property, and the effective thermal stress relaxation laws are studied.
基于均匀化理论研究了复合材料粘弹性分析的多尺度方法，以及复合材料等效热应力松弛规律。
The finite element method is combined with homogenization theory based on asymptotic expansion for predicting effective properties of polymer matrix composites toughened and strengthened by particles.
将数学上的均匀化方法与有限元法相结合，预测了颗粒增韧增强聚合物基复合材料的有效性能。
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