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On the determination of the mesh size for numerical simulations of shock wave propagation in near field underwater explosion

机译:确定近场水下爆炸冲击波传播数值模拟的网格尺寸

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It is well known that the accuracy of mesh-based numerical simulations of underwater explosion strongly relies on the mesh size adopted in the analyses. Although a numerical analysis of underwater explosion can be performed with enough accuracy by using considerably fine meshes, such fine meshes may lead to substantially increase in the CPU time and the usage of computer memory. Thus, how to determine a suitable mesh size in numerical simulations is always a problem confronted when attempting to study the shock wave propagation resulting from underwater explosion and the subsequent response of structures. Considering that there is currently no universally accepted method for resolving this problem, this paper aims to propose a simple method to determine the mesh size for numerical simulations of near field underwater explosion. To this end, the mesh size effects on the shock wave propagation of underwater explosion are carefully investigated for different charge weights, through which the correlation between mesh sizes and charge weights is identified. Based on the numerical study, a dimensionless variable (lambda), defined as the ratio of the radius of charge to the side length of element, is introduced to be the criterion for determining the mesh size in simulations. It is interesting to note that the presented method is suitable for various charge weights. By using the proposed meshing rule, adequate balance between solution accuracy and computational efficiency can be achieved for different blast scenarios in numerical simulations of underwater explosion. (C) 2016 Elsevier Ltd. All rights reserved.
机译:众所周知,水下爆炸的基于网格的数值模拟的准确性很大程度上取决于分析中采用的网格大小。尽管通过使用相当精细的网格可以以足够的精度执行水下爆炸的数值分析,但是这种精细的网格可能会导致CPU时间和计算机内存使用量的大幅增加。因此,当试图研究水下爆炸引起的冲击波传播以及结构的后续响应时,如何在数值模拟中确定合适的网格尺寸始终是一个难题。考虑到目前尚无解决该问题的通用方法,本文旨在提出一种确定近场水下爆炸数值模拟的网格尺寸的简单方法。为此,在不同装药重量下,仔细研究了网孔尺寸对水下爆炸冲击波传播的影响,从而确定了网孔尺寸与装药重量之间的相关性。在数值研究的基础上,引入了无量纲变量(lambda)(定义为电荷半径与单元边长的比率),作为确定模拟中网格尺寸的标准。有趣的是,提出的方法适用于各种电荷权重。通过使用所提出的网格划分规则,可以在水下爆炸的数值模拟中针对不同爆炸场景实现求解精度和计算效率之间的适当平衡。 (C)2016 Elsevier Ltd.保留所有权利。

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