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国家自然科学基金(11072051)

作品数:3 被引量:8H指数:2
相关作者:张洪武吴敬凯付振东更多>>
相关机构:大连理工大学更多>>
发文基金:国家自然科学基金国家重点基础研究发展计划高等学校学科创新引智计划更多>>
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单层及多层凝胶圆管的变形及应力分析
本文研究了单层及多层凝胶圆管变形及应力分布的规律。基于变形梯度张量的乘法分解和Flory-Huggins混合物模型与非Gauss统计力学模型耦合的自由能函数,导出了凝胶圆管产生对称膨胀变形的一般的控制方程,且文中理论得到...
刘银张洪武
关键词:圆管吸水膨胀大变形
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A CONCURRENT MULTISCALE METHOD FOR SIMULATION OF CRACK PROPAGATION
2015年
A concurrent multiscale method is developed for simulating quasi-static crack propagation in which the failure processes occur in only a small portion of the structure. For this purpose, a multiscale model is adopted and both scales are discretized with finite-element meshes.The extended finite element method is employed to take into account the propagation of discontinuities on the fine-scale subregions. At the same time, for the other subregions, the coarse-scale mesh is employed and is resolved by using the extended multiscale finite element method. Several representative numerical examples are given to verify the validity of the method.
Jingkai WuHongwu ZhangYonggang Zheng
关键词:多尺度方法并发有限元网格有限元方法
单层及多层凝胶圆管的变形及应力分析
本文研究了单层及多层凝胶圆管变形及应力分布的规律。基于变形梯度张量的乘法分解和Flory-Huggins混合物模型与非Gauss统计力学模型耦合的自由能函数,导出了凝胶圆管产生对称膨胀变形的一般的控制方程,且文中理论得到...
刘银张洪武
关键词:圆管吸水膨胀大变形
Extended multiscale finite element method for mechanical analysis of heterogeneous materials被引量:5
2010年
An extended multiscale finite element method (EMsFEM) is developed for solving the mechanical problems of heterogeneous materials in elasticity.The underlying idea of the method is to construct numerically the multiscale base functions to capture the small-scale features of the coarse elements in the multiscale finite element analysis.On the basis of our existing work for periodic truss materials, the construction methods of the base functions for continuum heterogeneous materials are systematically introduced. Numerical experiments show that the choice of boundary conditions for the construction of the base functions has a big influence on the accuracy of the multiscale solutions, thus,different kinds of boundary conditions are proposed. The efficiency and accuracy of the developed method are validated and the results with different boundary conditions are verified through extensive numerical examples with both periodic and random heterogeneous micro-structures.Also, a consistency test of the method is performed numerically. The results show that the EMsFEM can effectively obtain the macro response of the heterogeneous structures as well as the response in micro-scale,especially under the periodic boundary conditions.
Hong-Wu Zhang·Jing-Kai Wu·Jun L·Zhen-Dong Fu State Key Laboratory of Structural Analysis for Industrial Equipment, Department of Engineering Mechanics, Faculty of Vehicle Engineering and Mechanics, Dalian University of Technology,Dalian 116024,China
关键词:非均质材料有限元法多尺度周期性边界条件
周期性点阵桁架材料力学性能分析的一种新的多尺度计算方法被引量:3
2011年
论文提出一种周期性点阵桁架材料力学性能分析的新的多尺度方法.方法的主要思想是通过数值构造能反映周期性桁架材料单胞内部非均质性的多尺度基函数,从而在大尺度上求得单胞的等效刚度阵,大大减小了模型计算量.通过引入基函数的耦合附加项,以考虑多维矢量场问题不同方向间的耦合作用.数值研究表明,采用线性边界条件构造基函数有时会产生较强的边界效应,而超样本技术的振荡边界和周期性边界条件能很大程度地减少单胞边界强制变形产生的误差.特别是对于非均质特征尺度跟宏观单元尺度相近的单胞,论文提出的周期性边界条件具有很好的效果.所提出的方法的优点是,在所构造的多尺度有限元法的基础上,能较容易地进行降尺度计算,较准确地得到单胞内部小尺度上的应力应变信息,为材料强度分析的多尺度计算打下基础.
张洪武吴敬凯付振东
关键词:基函数
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