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Studies in Trajectory Tracking and launch Point Determination for Ballistic Missile Defense

机译:弹道导弹防御的弹道跟踪与发射点确定研究

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Detecting and localizing a threat ballistic missile as quickly and accurately as possible are key ingredients required to engage the missile during boost phase over the territory of the aggressor, and rapid and accurate launch point determination is crucial to attack hostile facilities. Earlier research has focused on track initiation, boost phase tracking and rapid launch point determination using augmented IMM and Kalman-based techniques. This work extends that earlier research by comparing these IMM and Kalman-based trackers and backfitters with the newer particle filters to see what advantages particle filters might offer in this application. Simulations used in this research assume the ballistic missile target is in boost phase, transitioning to coast phase using a gravity turn and constant gravity. The rocket is assumed to be single stage. The IMM tracker performs well in tracking through booster cutoff. A smoothed estimate of the initial target state vector is used to backfit for launch point determination. Errors in this process are rather large and there appear to be biases in the estimates. These results are compared with a particle filter implementation. Here the correct nonlinear model of the missile dynamics was used, but the algorithm had to estimate engine thrust and the drag coefficient as well as position and velocity states. This algorithm proved to be a large disappointment because the number of particles required to generate reasonable results was large and the algorithm run time became unrealistically long.
机译:尽可能快而准确地检测并定位威胁弹道导弹是在侵略者领土上的助推阶段进入导弹的关键要素,而快速准确的发射点确定对于攻击敌对设施至关重要。早期的研究集中在使用增强的IMM和基于Kalman的技术进行的轨道起始,助推相位跟踪和快速发射点确定。这项工作通过将这些基于IMM和基于Kalman的跟踪器和反向拟合器与较新的粒子过滤器进行比较,扩展了早期的研究,以了解粒子过滤器在此应用程序中可能提供哪些优势。本研究中使用的模拟假设弹道导弹目标处于助推阶段,并通过重力转弯和恒定重力转变为海岸阶段。假定火箭是单级的。 IMM跟踪器在通过增强器截止进行跟踪方面表现良好。初始目标状态向量的平滑估计可用于后向确定发射点。此过程中的误差很大,估计中似乎存在偏差。将这些结果与粒子滤波器的实现方式进行比较。这里使用了正确的导弹动力学非线性模型,但是该算法必须估算发动机推力,阻力系数以及位置和速度状态。事实证明,该算法令人失望,因为生成合理结果所需的粒子数量很大,并且算法运行时间过长。

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