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作 者:徐鹏 邬建华 XU Peng;WU Jianhua(College of Field Engineering,Army Engineering University of PLA,Nanjing 210007,China)
机构地区:[1]陆军工程大学野战工程学院,江苏南京210007
出 处:《陆军工程大学学报》2022年第1期60-65,共6页Journal of Army Engineering University of PLA
摘 要:针对反坦克雷场对坦克毁伤不连续、造成杀伤时自身必然毁伤的特殊性,并考虑反坦克雷场特点和实际作战中可能出现的反坦克火器支援情况,引入经验参数,提出不同火力条件下坦克失效率计算方法。在随机型兰彻斯特方程思想的基础上,运用马尔可夫过程对坦克与雷场对抗系统进行描述,以时间和概率关系建立了不同火力条件下反坦克雷场作战效能模型,通过编程实现了反坦克雷场作战效能的求解,并通过实例分析验证了模型的有效性,为描述反坦克雷场作战过程、分析反坦克雷场作战效能提供了一种思路和方法。Anti-tank minefields cannot bring continuous damage to tanks because anti-tank mines usually mutilate tanks by exploding themselves.Considering this characteristic of anti-tank minefields and the possibility of other anti-tank firearm support in actual combat,the empirical parameters were introduced to calculate the tank failure rate under different firepower conditions.Based on the idea of random Lanchester equation,the tank minefield combat system was described by Markov process,and the combat effectiveness model of anti-tank minefield under different firepower conditions was established based on time and probability relations.The effectiveness of the model was verified by example analysis,which provides a new idea and method to describe the operational process of anti-tank minefield and analyze the operational effectiveness of anti-tank minefield.
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