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Time-Varying DOA Tracking Algorithm Based on Generalized Labeled Multi-Bernoulli

机译:基于广义标记多Bernoulli的时变DOA跟踪算法

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摘要

Direction of arrival (DOA) tracking for multi-sources is a hot issue in array signal processing. To deal with the problem that sources DOA and their number are time-varying, a DOA tracking algorithm based on Generalized Labeled Multi-Bernoulli (GLMB) filter is proposed. Since the measurement value has only one set of data, the measurement association mapping (MAM) does not match, which leads to deviations in the GLMB filter update step. In this regard, we used the estimated sources number of the previous time step as the measurement number of the current time step, and successfully achieved MAM matching. Subsequently, particle filtering is used to approximate the posterior distribution of DOA, where the particle likelihood function can be calculated by the multi-signal classification (MUSIC) spatial spectrum function. In addition, by exponentially weighting the likelihood function, the number of particles in the high likelihood region of the posterior distribution increases, which makes the GLMB filter pruning and merging operations more effective. Simulation results show that the method is better than the probability hypothesis density DOA (PHD-DOA) algorithm in tracking state sources and estimating the number of targets.
机译:抵达方向(DOA)跟踪多源是阵列信号处理中的一个热门问题。为了处理源代码和它们的数量的问题,提出了一种基于广义标记的多Bernoulli(GLMB)滤波器的DOA跟踪算法。由于测量值仅具有一组数据,因此测量关联映射(MAM)不匹配,这导致GLMB过滤器更新步骤中的偏差。在这方面,我们使用先前时间步骤的估计来源编号作为当前时间步的测量数,并成功实现了MAM匹配。随后,使用颗粒滤波来近似DOA的后部分布,其中可以通过多信号分类(音乐)空间谱函数来计算粒子似然函数。另外,通过指数加权似函数,后部分布的高似然区域中的粒子的数量增加,这使得GLMB滤波器修剪和合并操作更有效。仿真结果表明,该方法优于跟踪状态源和估计目标数量的概率假设密度DOA(PHD-DOA)算法。

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