Adopting Lanchester Model to the Ardennes Campaign with Deadlock Situation in the Shift Time between Defense and Attack

Q3 Engineering
Gino K. Yang, Kuo-Chen Hung, P. Julian
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引用次数: 4

Abstract

General Karl Von Clausewitz believes that attack and defense in warfare are a state of interaction and response. The shift between attack and defense is involved with a short span of time difficult to define in concrete format. This paper extends Chen and Chu's model of the Ardennes campaign of World War II using the Lanchester equations. We use a new variable, deadlocked situation, to represent the shifting time between attack and defense. This article divides the Ardennes Campaign into three periods: (a) the initial period, German attacked while the Allies defended; (b) the middle period, both sides seized the initiative; (c) the final period, Allies attacked while Germans defended. In this paper, we apply Lanchester's Square Law to estimate the casualties by determining the shifting time between attack and defense. We obtain improved goodness of fit for the historical data.
攻防转换时间僵局形势下阿登战役的兰彻斯特模型
卡尔·冯·克劳塞维茨将军认为,战争中的进攻和防御是一种相互作用和反应的状态。攻防转换涉及的时间跨度很短,很难用具体的形式来定义。本文利用兰彻斯特方程扩展了陈和朱的二战阿登战役模型。我们使用一个新的变量,僵持状态,来表示攻击和防御之间的转换时间。本文将阿登战役分为三个阶段:(a)初期,德军进攻,协约国防守;(b)中期,双方都掌握了主动权;(c)最后阶段,盟军进攻,德军防守。本文采用兰彻斯特平方定律,通过确定攻防切换时间来估计伤亡。得到了较好的历史数据拟合优度。
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 Information and Management Sciences
International Journal of Information and Management Sciences Engineering-Industrial and Manufacturing Engineering
CiteScore
0.90
自引率
0.00%
发文量
0
期刊介绍: - Information Management - Management Sciences - Operation Research - Decision Theory - System Theory - Statistics - Business Administration - Finance - Numerical computations - Statistical simulations - Decision support system - Expert system - Knowledge-based systems - Artificial intelligence
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