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在杂波中使用极值搜索控制进行自适应检测门限的目标跟踪。

Target Tracking in Clutter with Extremum Seeking Control for Adaptive Detection Thresholding.

机构信息

Department of Electronic Systems Engineering, Hanyang University, Ansan 15588, Korea.

出版信息

Sensors (Basel). 2019 Mar 20;19(6):1386. doi: 10.3390/s19061386.

Abstract

If the signal strength obtained from sonar is higher than the predefined detection threshold, it is considered as a candidate for target tracking. This detection threshold is a parameter that affects the detection probability of targets and the distribution of clutter measurements, so it is important to determine a proper threshold to improve target tracking performance. There are various techniques for adjusting the detection threshold. To apply these techniques, it is assumed that the probability density functions of the signal strength for clutter are known in advance. However, in a real environment, the probability density function of the signal strength is unknown in general. In this paper, we propose a detection threshold control method using extremum seeking control in realistic environments. The extremum seeking control is a method used in complex nonlinear systems. We propose a new structure for extremum seeking control that is applicable to detection processes with nonlinear characteristics. This structure is used to adjust the detection threshold of the received signal amplitude to make the estimated clutter measurement density converge to a designed clutter measurement density to achieve the best target tracking performance in the current environment. Simulation studies for the proposed extremum seeking control applied to target tracking in an unknown clutter signal distribution demonstrate the effectiveness and improved target tracking performance.

摘要

如果声纳获得的信号强度高于预设的检测阈值,则将其视为目标跟踪的候选对象。该检测阈值是影响目标检测概率和杂波测量分布的参数,因此确定适当的阈值以提高目标跟踪性能非常重要。有各种用于调整检测阈值的技术。为了应用这些技术,假设事先已知杂波信号强度的概率密度函数。然而,在实际环境中,信号强度的概率密度函数通常是未知的。在本文中,我们提出了一种在现实环境中使用极值搜索控制的检测阈值控制方法。极值搜索控制是一种用于复杂非线性系统的方法。我们提出了一种适用于具有非线性特性的检测过程的极值搜索控制的新结构。该结构用于调整接收信号幅度的检测阈值,以使估计的杂波测量密度收敛到设计的杂波测量密度,从而在当前环境中实现最佳的目标跟踪性能。针对未知杂波信号分布下的目标跟踪应用的极值搜索控制的仿真研究证明了其有效性和改进的目标跟踪性能。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/7019/6471720/9cccb8f1a24d/sensors-19-01386-g001.jpg

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