The multi-scale finite element method is applied in the 3-D groundwater flow simulation problems in heterogeneous porous media.
为求解二维的奇异摄动反应扩散边界层问题，研究了新的多尺度有限元法。
In Chapter 5, we study the multi-scale finite element method for the heat equation of composite materials with honeycomb structure in two dimension domain.
第五章讨论二维蜂窝结构热方程边值问题，给出了一个多尺度渐近展开式和有限元计算格式。
A finite element (fe) method for the prediction of the equivalent heat transfer parameters of the composite material with random multi-scale grains was presented.
针对预测多种尺度颗粒随机分布复合材料等效热传导参数的难点，提出了一种多尺度有限元方法。
The heterogeneous multi-scale method with finite element method in each multi-scale, or HMM-FEM, was derived using the philosophy essence of HMM and can be used in linear elastic problems.
本文的主要工作就是在HMM框架基础上，推导了适用于线弹性问题的多尺度计算方法HMM-FEM。
The heterogeneous multi-scale method with finite element method in each multi-scale, or HMM-FEM, was derived using the philosophy essence of HMM and can be used in linear elastic problems.
本文的主要工作就是在HMM框架基础上，推导了适用于线弹性问题的多尺度计算方法HMM-FEM。
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