The novel impact point prediction of a ballistic target with interacting multiple models

Jae-Kyung Jung, D. Hwang
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引用次数: 8

Abstract

The threat of ballistic targets has increased rapidly in recent years. Therefore, it is essential to prepare the capabilities to predict their impact points in order to assign the firing battery to defense them effectively. Because the trajectory of a short-range ballistic target represents severe non-linear characteristics and consists of boost phase and ballistic phase, it is difficult to estimate the state and predict its impact point using single dynamic model in overlapping region. In this paper, the method to distinguish the trajectory phase from the measurement data and the method to estimate the state using a different extended Kalman filter (EKF) with interacting multiple models are proposed in order to fuse the state of a ballistic target in overlapping region. For effective the state fusion, it is necessary to merge each state from a different EKF in accordance with the mode probability depending on the residual error between the estimated state and measurement. A Monte Carlo simulation is used in the verification of the proposed method.
多模型交互作用下弹道目标弹着点预测新方法
近年来,弹道导弹的威胁迅速增加。因此,准备预测其冲击点的能力是至关重要的,以便分配发射单元来有效地防御它们。由于近程弹道目标的弹道具有严重的非线性特征,并且由助推段和弹道段组成,在重叠区域用单一的动力学模型很难估计其状态和预测其弹着点。为了融合重叠区域内弹道目标的状态,提出了从测量数据中区分弹道相位的方法和使用多模型交互作用的不同扩展卡尔曼滤波(EKF)估计弹道目标状态的方法。为了实现有效的状态融合,需要根据依赖于估计状态和测量值之间残差的模态概率,从不同的EKF中合并每个状态。用蒙特卡罗仿真验证了所提出的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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