舰载防空制导炮弹杀伤空域建模  

Killing Airspace Modeling of Shipborne Air Defense Guided Projectile

作　　者：许俊飞 杨光[1] 吴玲[1] 张朱峰 姚鸿鹤 XU Junfei;YANG Guang;WU Ling;ZHANG Zhufeng;YAO Honghe(Naval University of Engineering,Wuhan 430000,China;No.92218 Unit of PLA,Guangzhou 510000,China)

机构地区：[1]海军工程大学,武汉430000 [2]中国人民解放军92218部队,广州510000

出　　处：《电光与控制》2023年第11期26-32,共7页Electronics Optics & Control

摘　　要：针对新型舰炮武器与先进制导弹药的技术特点,提出了融合普通弹药与防空导弹优点的制导炮弹拦截空中目标的思路,构建了防空制导炮弹的杀伤空域数学模型。根据防空制导炮弹外弹道的特点进行外弹道建模;基于外弹道模型,分析杀伤区、发射区的影响因素,建立杀伤区、发射区的数学模型;构建了零航路捷径的垂直杀伤区数值模型,设计了一种快速生成不同航路捷径上垂直杀伤区数值模型算法;并针对具体实例进行了数值化仿真分析。仿真实例分析表明,随着目标航路捷径的增大,炮弹的垂直杀伤区范围逐渐减小,构建的防空制导炮弹杀伤空域模型合理有效,对防空制导炮弹的作战使用具有较大的应用价值。According to the technical characteristics of new naval gun weapons and advanced guided ammunition,the idea of intercepting aerial targets by using guided projectile is proposed,which combines the advantages of ordinary ammunition and air defense missile,and the mathematical model of killing airspace of air defense guided projectile is constructed.According to the characteristics of the exterior ballistic curve of air defense guided projectile,the exterior ballistic curve is modeled.Based on the exterior ballistic model,the factors that influence the killing zone and the launch zone are analyzed,and the mathematical models of the killing zone and the launch zone are established.The numerical model of vertical killing zone under zero route shortcut is constructed,and an algorithm that can quickly generate the numerical model of vertical killing zone under different lengths of route shortcuts is designed.The numerical simulation analysis of a specific example is conducted.The simulation results show that with the increase of the length of the target route shortcut,the range of the vertical killing zone of the projectile decreases gradually.The constructed killing airspace model of air defense guided projectile is reasonable and effective,which has great value for the operational application of air defense guided projectile.

关 键 词：防空制导炮弹 外弹道模型 杀伤区 发射区 数值模型 

分 类 号：TJ761.13[兵器科学与技术—武器系统与运用工程]