摘要
针对现代海战时间短、导弹少、威力大,兵力损耗呈现"跳跃"性,且增援快等特点,提出了有支援的离散兰彻斯特模型,推导了"可见"型海战与"不可见"型海战模型的数学表达式,并进行了仿真实例分析。研究表明:对于"可见"型海战,投入战斗的兵力越多、导弹杀伤性越大、支援越多越及时的一方获胜;而对于"不可见"型海战,导弹杀伤性越大、支援越多的一方获胜,而与初始兵力无关。
Due to the characteristic of the short time, less missile, great power, Leaping force loss and fast aid on the mod-ern naval warfare, The Discretization Lanchester modeling with support is put forward. The mathematical expression of ‘Visi-ble’ and ‘Invisible’ Naval Warfare is derived, and the simulation example analysis is carried out. Research shows the moretroops put into battle, the stronger the missile-s killing, the more timely and support is, the victory part is, for ‘Visible’ Na-val Warfare. The stronger the missile-s intimidating, the more support is, the victory part is, for ‘Invisible’ Naval Warfare.
作者
高鑫
GAO Xin(Unit 91404 of PLA,Qinhuangdao 066001,China)
出处
《指挥控制与仿真》
2018年第5期53-56,共4页
Command Control & Simulation
关键词
兰彻斯特
离散化
海战
杀伤性
支援
Lanchester
discretization
naval warfare
intimidating
support
