采用大尺度三维有限元法对多重收缩剪切机理模型进行了分析,并验证了原模型与收缩模型之间的关系

W. Hotta, Shunichi Suzuki, M. Hori
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引用次数: 1

摘要

实用的三维多重剪切机制模型需要巨大的内存来存储每个弹簧如此多的参数。因此,该模型不适用于目前普通计算系统下的大规模分析。本研究提出了三维多重剪切机制的收缩模型,该模型保留了原模型的基本概念,重点是减少有限元方法中的内存消耗。为了考虑三维空间中的多个力学方向,该模型使用了包含多个弹簧的多个虚拟平面。因此,在某些数值条件下,原模型可能存在弹簧冗余。收缩模型的主要目的是解决原模型的缺点,并对收缩模型进行数学设计,使每个力学方向由一个弹簧表示。在数值实验中,压缩模型实现了内存消耗和执行时间的大幅度降低,并与原模型进行了比较,验证了压缩模型的有效性。
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CONTRACTION OF MULTIPLE SHEAR MECHANISM MODEL FOR LARGE SCALE THREE-DIMENSIONAL FINITE ELEMENT METHOD ANALYSES AND VERIFICATION BETWEEN ORIGINAL AND THE CONTRACTED MODEL
The practical three-dimensional multiple shear mechanism model requires huge memory to store so many parameters of each spring. Thus, this model is not suitable for large-scale analyses under current ordinary computational systems. This study proposes contraction of three-dimensional multiple shear mechanism model which retains the basic concept of the original model, focusing on reduction of the amount of memory consumption in the finite element method. The original model uses many virtual planes which contain many springs in order to consider many mechanical directions in the three-dimensional space. Hence, the original model could have redundancy of springs in some numerical condi-tions. The main purpose of the contracted model is to solve the disadvantage of the original model and the contracted model is mathematically designed in order to make each mechanical direction be expressed by one spring. The contracted model accomplishes to reduce drastically both the amount of memory consumption and execution time in numerical experiments, which examine verification of the contracted model in comparison with the original model.
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