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Hybrid Particle Filter Based Dynamic Compressed Sensing for Signal-Level Multitarget Tracking

机译:基于混合粒子滤波器的动态压缩检测,用于信号级多元跟踪

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摘要

We propose a novel algorithm, state propagation based dynamic compressed sensing (SP-DCS), that uses a target dynamic model in dynamic compressed sensing (DCS) to track a fixed number of targets. To track a time-varying number of targets using raw measurements from a Doppler radar, we also propose a novel hybrid particle filter based dynamic compressed sensing (HPF-DCS) algorithm. We calculate the support set in a Bayesian framework and a particle filter approximates the posterior probability mass function (pmf) of the support set. HPF-DCS is a combination of random and deterministic sampling. In random sampling, a number of predicted existing sub-particles are sampled from the prior pmf of the existing support set to handle the scenario when targets disappear randomly at a scan time. In deterministic sampling, the new support set corresponding to newly appearing targets is calculated by solving a sparsity promoting optimization problem. Our simulation results show that the proposed algorithm can track a time-varying number of targets successfully. It also outperforms the sequential Monte Carlo based probability hypothesis density (SMC-PHD) filter, as well as the multi-mode, multi-target track before detect (MM-MT-TBD) filter.
机译:我们提出了一种新颖的算法,基于状态传播的动态压缩感测(SP-DCS),其使用动态压缩感测(DCS)中的目标动态模型来跟踪固定数量的目标。要跟踪使用来自多普勒雷达的原始测量的时变数量的目标,我们还提出了一种基于混合粒子滤波器的动态压缩感测(HPF-DCS)算法。我们计算贝叶斯框架中的支撑件,粒子滤波器近似于支撑件的后验概率质量功能(PMF)。 HPF-DCS是随机和确定性采样的组合。在随机抽样中,从现有支持集的先前PMF采样许多预测的现有子粒子以处理当目标在扫描时间随机消失时处理方案。在确定性采样中,通过求解稀疏促进优化问题来计算与新出现的目标相对应的新支撑集。我们的仿真结果表明,所提出的算法可以成功跟踪时变数量的目标。在检测(MM-MT-TBD)滤波器之前,它还优于序贯蒙特卡罗基于基于蒙特卡罗基于概率的概率假定密度(SMC-PHD)滤波器,以及多模式的多目标轨道。

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