摘要
现代反坦克作战中,为有效防御敌可能采用的大规模装甲目标突袭攻击,确保重点区域的安全,陆军多采用武装直升机、车载式反坦克导弹与便携式反坦克导弹相结合的立体、多层部署的方法进行防御。采用防御阵地的兵力分配与服务的概率及防御阵地的兵力变化等,都是值得考虑的问题。根据排队论和反坦克作战理论,建立了对抗毁伤因素的多层防御反坦克阵地的排队服务模型,并对作战想定进行了仿真应用,结果表明了模型具有实用性。
In modern anti - tank battle, to forefend the large scale assault of enemy armor forces aiming at import targets and areas, defense troops always adopt the way of multilayer deploying including vehicle tank defense missile and portable tank defense missile. The problems such as the relationship between strength distribution and service probability and the strength change with time are worthy of studying. Based on queuing model and the characters of modem tank defense theory, a service probability model in offence - and - defense counterwork for multilayer position and its application result to an emblematical hypothesis was presented. Simulation results show that the practicality of the model.
出处
《计算机仿真》
CSCD
北大核心
2010年第6期27-30,共4页
Computer Simulation
基金
军内科研计划(08XY-06)
关键词
反坦克导弹
服务概率
排队论
Tank defense missile
Service Probability
Queue Theory