战斗机的体系对抗分析

Analyses of the systematic confrontation between two military forcfes are the highest hierarchy on opera-tional effectiveness study of weapon systema.The physi-cal model for tactical many-on-many engagements of an aerial warfare with heterogeneous figher aircraft is estab-lished.On the basis of Lanchester multivariate equations of square law,a mathematical model corresponding to the established physical model is given.A superiorityh parame-ter is then derived directly from the mathematical model.With view to the high -tech condition of modern war-fare,the concept of superiority parameter which more well and truly reflects the essential of an air-to-air en-gagement is further formulated.The attrition coeffi-cients,which are key to the differential equations,are de-termined by using tactics of random target assignment and air-to-air capability index of the fighter aircraft.Hereby,taking the mathematical model and superiority parameter as cores,calculations amd analyses of complicate systemic problems such as evaluation of battle superiority,prog-mostication of combat process and optimization of colloca-tions have been accomplished.Results indicate that a clas-sical combat theory with its certain recent development has received newer applications in the military operation research for complicated confrontation analysis issues.

ANALYSES ON SYSTEMATIC CONFRONTATION OF FIGHTER AIRCRAFT

Analyses of the systematic confrontation between two military forces are the highest hierarchy on operational effectiveness study of weapon systems. The physical model for tactical many-on-many engagements of an aerial warfare with heterogeneous fighter aircraft is established. On the basis of Lanchester multivariate equations of square law, a mathematical model corresponding to the established physical model is given. A superiority parameter is then derived directly from the mathematical model. With a view to the high-tech condition of modern warfare, the concept of superiority parameter which more well and truly reflects the essential of an air-to-air engagement is further formulated. The attrition coefficients, which are key to the differential equations, are determined by using tactics of random target assignment and air-to-air capability index of the fighter aircraft. Hereby, taking the mathematical model and superiority parameter as cores, calculations and analyses of complicate systemic problems such as evaluation of battle superiority, prognostication of combat process and optimization of collocations have been accomplished. Results indicate that a classical combat theory with its certain recent development has received newer applications in the military operation research for complicated confrontation analysis issues.