Fractal Effects in Lanchester Models of Combat

机译：兰彻斯特战斗模型的分形效应

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Lanchester's Equations are one of the most misunderstood and misused models of combat, yet they remain in widespread use as the combat mechanism behind many simulation systems. Previous work by the author examined the impact of a fractal distribution of forces on Lanchester's theory of combat. The present work extends that examination to conceptual issues regarding interpretation of Lanchester's Equations and to additional parameters beyond those examined previously.

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作者
Perry, N.;
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年度 2009
页码 1-29
总页数 29
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Lanchester equations ; Combat simulation ; Attrition ; Mathematical models ; Australia;

机译：兰彻斯特方程;作战模拟;磨损;数学模型;澳大利亚;

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机译：兰斯特模式为三方作战
3. Lanchester for Cyber: The Mixed Epidemic-Combat Model [J] . Harrison C. Schramm, Donald P. Gaver Naval Research Logistics . 2013,第7期

机译：Lanchester for Cyber：混合流行与战斗模式
4. System Dynamics Applied to Combat Models(Lanchester Laws) [C] . Oscar M. Bull International conference of the system dynamics society . 2011

机译：系统动力学应用于战斗模型（兰切斯特定律）
5. Differential inclusions, viability and optimal control: An application to Lanchester type models. [D] . Gosselin, Alain. 2005

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6. Mapping the Spatial Distribution and Characteristics of Lineaments Using Fractal and Multifractal Models: A Case Study from Northeastern Yunnan Province China [O] . Chunzhong Ni, Shitao Zhang, Zhong Chen, -1

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7. Discrete combat models: investigating the solutions to discrete forms of Lanchester's combat models [O] . Fox William P. 2010

机译：离散作战模型：研究Lanchester作战模型离散形式的解决方案

Fractal Effects in Lanchester Models of Combat

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