Calculation of jet characteristics from hydrocode analysis

Justin C. Sweitzer, Nicholas R. Peterson, S. Hill
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Abstract

The penetration performance of a shaped charge jet is affected strongly by factors such as straightness, stretch rate, and breakup time. Straightness is related to manufacturing tolerances, assembly techniques, and system integration features. Stretch rate and breakup time are controllable features of charge design. A higher stretch rate is desirable for short standoff performance. The stretch rate is easily altered by a change of explosive or modification of the angle with which the detonation wave sweeps the liner surface, however, an increased stretch rate generally results in a decreased breakup time. Many of the recent gains in shaped charge performance have been made possible by increasing the effective breakup time of the jet. Several models exist for calculating breakup time. They include analytic models, such as Chou & Carleone’s dimensionless strain rate model, and empirical or semi-empirical models such as Walsh’s theory and those proposed by Pearson, et al. These models can be applied to raw hydrocode calculation data and used to determine a Jet Characterization (JC) file. The JC file can then be used to perform further calculations, such as Penetration Versus Stand Off (PVSO) curves. This paper details adaptation of the Chou & Carleone model for predicting breakup time using hydrocode data. The hydrocode is used to determine the physical parameters of the jet which are then extrapolated back to a virtual origin for breakup time calculation. This results in a model that is design independent, relying on hydrocode determination of jet variables. The model implementation will be discussed, and comparisons of predicted jet characteristics will be made to test data for several charge geometries.
从氢代码分析计算射流特性
聚能射流的侵彻性能受直线度、拉伸速率和破裂时间等因素的影响较大。直线度与制造公差、装配技术和系统集成特性有关。拉伸率和破裂时间是装药设计的可控特性。较高的拉伸率是理想的短期对峙性能。拉伸率很容易因炸药的变化或爆震波扫过衬里表面的角度的改变而改变,然而,拉伸率的增加通常会导致破裂时间的减少。最近在聚能性能方面的许多进步都是通过增加射流的有效破裂时间来实现的。已有几种计算破裂时间的模型。它们包括解析模型,如Chou和Carleone的无量纲应变率模型,以及经验或半经验模型,如Walsh的理论和Pearson等人提出的模型。这些模型可以应用于原始的氢代码计算数据,并用于确定射流表征(JC)文件。然后,JC文件可用于执行进一步的计算,例如侵透与脱离(PVSO)曲线。本文详细介绍了Chou & Carleone模型在利用氢码数据预测破裂时间方面的适应性。流体代码用于确定射流的物理参数,然后将这些参数外推回虚拟原点以计算破裂时间。这就产生了一个独立于设计的模型,它依赖于水力代码对射流变量的确定。将讨论模型的实现,并将预测的射流特性与几种电荷几何形状的测试数据进行比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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