摘要
针对典型柱形装药,通过理论推导,建立了战斗部装药能量对破片动能转化率ξ的计算模型,其计算结果与试验结果吻合较好。在此模型的基础上,构建了战斗部破片动能最大化的优化设计方程组,发现破片获得最大动能的充分条件是:在限定战斗部总质量时,装填比为2;在限定装药长径比时,装填比为[η+(η~2+48η)^(1/2)]/4;其中,η为装药与壳体的密度之比。
[ ABSTRACT] A mathematical model on the conversion rate sc of warhead charge energy to kinetic energy of fragments was established for a typical cylindrical charge. The calculation is basically in good agreement with experimental results. A group of optimization design equations to maximize the kinetic energy of warhead fragments was developed based on this model. If the total quality of warhead is limited, the sufficient condition of which fragments obtain the maximal kinetic energy is that the backfill ratio β is about √2. If the length-to-diameter ratio of charge is limited, then the sufficient condi- tion is that the backfill ratio is [η+(η^2+48η)^1/2]/4, in which η is the density ratio of charge and shells.
作者
王维占
印立魁
赵太勇
陈智刚
付建平
郭光全
杨大昭
WANG Weizhan YIN Likui ZHAO Taiyong CHEN Zhigang FU Jianping GUO Guangquan YANG Dazhao(National defense Key Laboratory of Underground Damage Technology, North University of China (Shanxi Taiyuan,030051 Jinxi Industries Group (Shanxi Taiyuan, 030051)
出处
《爆破器材》
CAS
2017年第2期26-30,共5页
Explosive Materials
关键词
爆炸力学
杀爆战斗部
能量转化率
破片动能
优化设计
explosion mechanics
blast-fragmentation warhead
energy conversion efficiency
kinetic energy of fragment
optimum design