一种新的有限元网格局部优化方法

Lei Jiang, Wei Chen
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引用次数: 0

摘要

在有限元网格分析中,通常研究的是某一区域的位移和应力,并期望在该区域获得更高的精度。如果网格网格的精度更高或者单位数增加,计算机的存储空间相对需要更大,计算时间变长,有些问题可能无法由计算机解决。在局部网格加密方法中,只对模型的初始网格部分进行加密。在保证精度的情况下,该方法只需增加局部模型的计算节点数,无需对整个模型进行单元划分。该方法增加了模型单元密度,大大减少了存储空间和计算时间,提高了计算精度。
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A new local optimization method of finite-element mesh
In the finite element mesh analysis, researches are always done on displacement and stress in a certain area and higher accuracy is expected to be obtained in that area. If the accuracy of mesh grid is higher or the number of units is increased, the storage space of the computer relatively needs to be larger, the computing time becomes longer and some problems may not be solved by computer. In the local mesh encryption method, only the initial mesh parts of the model are encrypted. Under the condition of accuracy ensured, only the calculating number of nodes of local model needs to be increased in this method without unit dividing for the entire model. In this method, model unit density is increased, storage space and computing time is greatly reduced and the accuracy of calculating is improved.
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