DAI Zhong-hua, ZHOU Sui-hua, ZHANG Hong-xin, et al. Initial Value Adaptive Method for Magnetic Target Tracking[J]. Acta Electronica Sinica, 2019, 47(12): 2457-2464.
DOI:
DAI Zhong-hua, ZHOU Sui-hua, ZHANG Hong-xin, et al. Initial Value Adaptive Method for Magnetic Target Tracking[J]. Acta Electronica Sinica, 2019, 47(12): 2457-2464. DOI: 10.3969/j.issn.0372-2112.2019.12.002.
Initial Value Adaptive Method for Magnetic Target Tracking
针对在初始先验信息缺失时磁性目标滤波跟踪方法发散问题进行研究,本文提出了一种多初值模型的解决框架,并以平方根形式的中心差分卡尔曼滤波器(Square-Root Central Difference Kalman Filter,SRCDKF)为例,结合多初值模型得到了SRCDKF自适应磁性目标跟踪算法.文章首先根据远距离磁偶极子的磁场等效性,建立了多初值滤波跟踪模型,然后基于最大似然选择理论推导了如何从多模型中选择最佳结果,即多初值模型的选择方法,最后以SRCDKF滤波器为滤波单元,得到了基于SRCDKF的自适应磁性目标跟踪算法.经过仿真试验表明:(1)多初值模型建立和选择方法的有效性;(2)基于SRCDKF的自适应磁性目标跟踪算法,在初始位置信息缺失的情况下,能够有效完成对磁性目标的跟踪;(3)以不同滤波器为滤波单元的自适应跟踪算法跟踪试验结果表明,多初值模型的解决框架可解决初值先验未知下的跟踪问题.
Abstract
In order to solve the divergence of the magnetic target filter tracking method when the initial prior information is missing
this paper proposes a solution framework of multiple initial value models. Taking the square-root central difference Kalman filter(SRCDKF) as an example
the SRCDKF adaptive magnetic target tracking algorithm is obtained by combining multiple initial value models. Firstly
based on the magnetic field equivalence of long-distance magnetic dipoles
a multi-initial filter tracking model is established. Then based on the maximum likelihood selection theory
the method of how to choose the best result from multiple models is derived.Finally
using SRCDKF filter as the filtering unit
an adaptive magnetic target tracking algorithm based on SRCDKF is obtained. The simulation experiments show that: (1) the validity of the multi-initial model establishment and selection method; (2) the adaptive magnetic target tracking algorithm based on SRCDKF can effectively complete the tracking of magnetic targets in the absence of initial position information; (3) the tracking results of the adaptive tracking algorithm with different filters as the filtering unit show that the solution framework of the multi-initial value model can provide a method to solve the tracking problem under the initial value unknown.
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Related Institution
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