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Simulation Algorithm on Kill Probability of Air-to-air Missile

机译:空空导弹杀伤概率仿真算法

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We discuss the algorithm in two regions: the direct hit region and the near region where the proximity fuze can be detonated. The difficulties in computing the kill probability of air-to-air missile which warhead is composed of discrete rods are calculating the trajectory of each rod. The radial tracker arithmetic operations are to project the target's parts to certain coordinate plane along the radial direction and then to judge whether or not the intersection point of radial and projective plane is within the objects projective area. Some criterion of intersection between radial and limitary object are presented. The Monte Carlo method is applied to kill probability simulation as well as an model based on MATLAB is built. The simulation result shows that the kill probability of missile to a kind of helicopter is 0.9476 under a certain condition.
机译:我们在两个区域中讨论该算法:直接命中区域和可引爆邻近引信的附近区域。弹头由离散杆组成的空空导弹的杀伤概率计算的难点在于计算每个杆的轨迹。径向跟踪器的算术运算是将目标的零件沿径向投影到某个坐标平面,然后判断径向投影平面与投影平面的交点是否在对象投影区域内。提出了径向物体与极限物体相交的一些判据。运用蒙特卡洛方法进行杀伤概率模拟,建立了基于MATLAB的模型。仿真结果表明,在一定条件下,导弹对一架直升机的杀伤概率为0.9476。

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