创新的无网格聚能装药模型与爆炸反应装甲

A. Collé, Érôme Limido, Simon Dalle Piagge, Frédéric Paintendre
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引用次数: 0

摘要

我们专注于聚能弹建模。结合大变形、多界面产生和强损伤机制,这些事件具有数值挑战性。欧拉有限元法是常用的有限元方法。然而,它们会导致很长的计算时间和精度损失,并且需要打开准则来处理故障。在拉格朗日方法中,称为平滑粒子流体力学的无网格方法似乎是防止此类缺点的相关替代方法。我们建议使用一种称为-SPH-ALE的替代方案。基于ALE框架,通过对运动的任意描述,实现鲁棒性和一致性的稳定。在“蝰蛇”聚能装药上的实现表明,该方案处理了射流生成过程以及与ERA目标产生的相互作用。与传统方法相比,稳定性和准确性都得到了提高。此外,利用GPU计算的优势,与传统的CPU实现相比,这样的结果可以在更少的计算时间内实现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
INNOVATIVE MESHLESS APPROACH FOR SHAPED CHARGES MODELLING VS EXPLOSIVE REACTIVE ARMOR
We focus on shaped charges modeling. Combining large deformations, numerous interface productions and strong damages mechanism, those events are numerically challenging. Eulerian finite element methods are classically used. However, they induce very long computation times, accuracy losses and need opening criteria to deal with failure. Among the Lagrangian approaches the meshless methods called Smoothed Particle Hydrodynamics appears as a relevant alternative to prevent such shortcomings. We propose to use an alternative scheme called   -SPH-ALE. Based on the ALE framework, it achieves robust and consistent stabilization through an arbitrary description of motion. Its implementation on a Viper shaped charge shows that the scheme handles the jet generation process as well as its resulting interaction with an ERA target. Both stability and accuracy are increased with respect to classical approaches. Also, taking advantage of GPU computing, such results are achieved in reduced computation times with respect to classical CPU implementations.
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