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Adaptive Markov transition matrix based multiple targets tracking for phased array radar

机译:相控阵雷达基于自适应马尔可夫转移矩阵的多目标跟踪

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摘要

With the development of multifunctional radar and radio frequency (RF) stealth technology, modern radar needs to save as much operating time as possible. During the process of radar target tracking, with interacting multiple models (IMM), this paper proposes an adaptive Markov transition matrix to update the last step for existing radar target tracking algorithms. First, we take interacting multiple models as the main algorithm frame. Then, using gray relation and particle swarm optimization (PSO), multiple-target adaptive sampling interval algorithm is adopted. After the PSO process, we study two methods to update a Markov transition matrix in real time. One is with the ratio of likelihood function, and the other is with the compression ratio of estimation error. Simulations illustrate that our method is effective in reducing operating time for radars.
机译:随着多功能雷达和射频(RF)隐身技术的发展,现代雷达需要节省尽可能多的运行时间。在雷达目标跟踪过程中,通过交互多模型(IMM),提出了一种自适应马尔可夫转移矩阵,以更新现有雷达目标跟踪算法的最后一步。首先,我们将交互多个模型作为主要算法框架。然后,采用灰色关联和粒子群优化算法,采用了多目标自适应采样间隔算法。在PSO处理之后,我们研究了两种实时更新Markov转换矩阵的方法。一种是似然函数的比率,另一种是估计误差的压缩率。仿真表明,我们的方法可有效减少雷达的工作时间。

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