Unified formula for fragment velocity of polygonal charges

IF 5.1 2区 工程技术 Q1 ENGINEERING, MECHANICAL
Yuan Guo , Yuan Li , Haokai Li , Tao Suo
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引用次数: 0

Abstract

Compared with traditional cylindrical charges, polygonal charges can achieve better fragment convergence effects. However, the lack of relevant fragment velocity calculation formulas restricts the optimization design and performance evaluation of polygonal charges. In this study, we construct a unified fragment velocity formula of polygonal charges for the first time. First, dimensional analysis was used to study the influencing factors of the fragment velocity of polygonal charges, and a preliminary calculation model was determined. Fragment dispersion range tests based on pulsed X-rays were conducted, and the unknown functions were determined using experimentally verified numerical simulations, completing the establishment of a unified fragment velocity model. Finally, the accuracy of the constructed theoretical formula was verified using publicly published test results and other numerical simulations. Related research can provide important guidance for the design, optimization, and application of polygonal charges.
多边形装药破片速度的统一公式
与传统的圆柱形装药相比,多边形装药可以达到更好的破片收敛效果。然而,相关破片速度计算公式的缺乏,制约了多角形装药的优化设计和性能评价。本文首次建立了统一的多边形装药破片速度公式。首先,采用量纲分析方法研究了多角形装药破片速度的影响因素,确定了初步的计算模型;进行了基于脉冲x射线的破片弥散范围测试,并通过实验验证的数值模拟确定了未知函数,完成了统一破片速度模型的建立。最后,利用公开发表的试验结果和其他数值模拟验证了所构建理论公式的准确性。相关研究对多角形装药的设计、优化和应用具有重要的指导意义。
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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来源期刊
International Journal of Impact Engineering
International Journal of Impact Engineering 工程技术-工程:机械
CiteScore
8.70
自引率
13.70%
发文量
241
审稿时长
52 days
期刊介绍: The International Journal of Impact Engineering, established in 1983 publishes original research findings related to the response of structures, components and materials subjected to impact, blast and high-rate loading. Areas relevant to the journal encompass the following general topics and those associated with them: -Behaviour and failure of structures and materials under impact and blast loading -Systems for protection and absorption of impact and blast loading -Terminal ballistics -Dynamic behaviour and failure of materials including plasticity and fracture -Stress waves -Structural crashworthiness -High-rate mechanical and forming processes -Impact, blast and high-rate loading/measurement techniques and their applications
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