摘要
为研究战斗机挂载侦察吊舱执行战术侦察任务的作战效能,把飞机和被侦察目标作为一个系统,将作战侦察过程近似看作马尔可夫随机过程,建立了两状态连续参数的马尔可夫动态数学模型;通过分析飞机的生存特征、挂载吊舱的侦察性能以及各种防空武器系统的物理特征和损伤机理,提出了任务成功率、侦察目标率、飞机损失率动态作战效能指标,并分析了基于价值的最佳侦察时间;给出了战斗机挂载侦察吊舱执行作战侦察任务的实例计算分析,结果表明所建数学模型较为客观的反映了作战侦察的实际情况。
The fighter equipped with reconnaissance pod and the probed targets were seemed as a system in order to study its effectiveness evaluation in tactics reconnaissance,which satisfies Marcov random process theories. Two-state Marcov dynamic mathematics model were built up based on continuous parameter. By analyzing the existence characteristic of airplane,the probe function of pod and the physical characteristic and harm mechanism of various antiwar weapon system,the dynamic battle effect index sign was put forward,which contains task success rate,probe target rate and the airplane loss rate. And we also analyzed the best probe time according to worthy and gave one example for compute analysis. The results objectively reflect the actual battle circumstance.
出处
《四川兵工学报》
CAS
2015年第2期28-31,共4页
Journal of Sichuan Ordnance
关键词
侦察吊舱
战术侦察
效能
马尔可夫
reconnaissance pod
tactics reconnaissance
effectiveness
Marcov