系统工程理论与实践
繫統工程理論與實踐
계통공정이론여실천
Systems Engineering—Theory & Practice
2013年
2期
521~528
,共null页
作战建模 复杂网络 Lanchester方程 信息效能
作戰建模 複雜網絡 Lanchester方程 信息效能
작전건모 복잡망락 Lanchester방정 신식효능
combat modeling; complex network; Lanchester equations; network efficiency
经典Lanchester平方律揭示战斗的规模效应,但其战场通视和直瞄假设面临挑战.基于战斗信息流的符号学分析,认为现代战场是网络通视与直瞄的,将基于网络整体效能的随机格斗与Albert网络“去点”操作结合,提出统一表示交战行为与协作行为的网络随机格斗模型,并试验评估体系作战的动态网络效应:(1)Lanchester平方律是体系作战网络效应的最优特例;(2)网络系统作战效能既与有效兵力生成因素(单元效能和网络拓扑)相关,也与目标冗余度相关,且随战斗进程递减;(3)无标度网络比随机网络“有效、鲁棒但脆弱”.
經典Lanchester平方律揭示戰鬥的規模效應,但其戰場通視和直瞄假設麵臨挑戰.基于戰鬥信息流的符號學分析,認為現代戰場是網絡通視與直瞄的,將基于網絡整體效能的隨機格鬥與Albert網絡“去點”操作結閤,提齣統一錶示交戰行為與協作行為的網絡隨機格鬥模型,併試驗評估體繫作戰的動態網絡效應:(1)Lanchester平方律是體繫作戰網絡效應的最優特例;(2)網絡繫統作戰效能既與有效兵力生成因素(單元效能和網絡拓撲)相關,也與目標冗餘度相關,且隨戰鬥進程遞減;(3)無標度網絡比隨機網絡“有效、魯棒但脆弱”.
경전Lanchester평방률게시전두적규모효응,단기전장통시화직묘가설면림도전.기우전두신식류적부호학분석,인위현대전장시망락통시여직묘적,장기우망락정체효능적수궤격두여Albert망락“거점”조작결합,제출통일표시교전행위여협작행위적망락수궤격두모형,병시험평고체계작전적동태망락효응:(1)Lanchester평방률시체계작전망락효응적최우특례;(2)망락계통작전효능기여유효병력생성인소(단원효능화망락탁복)상관,야여목표용여도상관,차수전두진정체감;(3)무표도망락비수궤망락“유효、로봉단취약”.
The classic Lanchester equations reveal size effect of combat, but their assumption is challenged in the modern warfare that the battlefield is universal sensible and direct targeting. Through the semiotical analysis of the combat information flow in microscopic view, it is suggested that the modern battlefield is networked universal sensible and direct targeting, and by combining the Albert's removal of node operation with the stochastic duel based on the global network efficiency, a novel model stochastic duel of networks is put forward which represents combat behavior and cooperation behavior in an unitary form. The network effect of networked combat system (NCS) has been characterized in the model: (1) Lanchester square law is the optimized speci case of network effect of NCS; (2) a NCS loses its attrition- rate along with the combat process, which relates not only the generative factors of effective combat power, such as its weapon performance and the structure of the network, but also the rate of target redundancy; (3) the scale-free network is more superiority, robust yet fragile than the random network in combat.