基于阈值软更新和区域重扫描的均匀矩形阵列雷达多目标精确检测

V. Romanuke
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引用次数: 0

摘要

背景。若测量范围内的移动目标强度较低,则均匀矩形阵列雷达传感器的最佳数目是在最小(或接近)或最大(或接近)的市区重建局,其中市区重建局的大小是通过(对称地)关闭垂直和水平传感器来调节的。然而,这并不能保证检测到任何目标,因为有时当阈值逐渐降低而检测失败时,使用软阈值方法估计一对两个目标的主要参数的阈值检测也会失败。目标。为了提高URA雷达对多个地面目标的探测能力,目标是在目标刚刚错过时减少探测失败的次数。为此,如果检测失败,将使用阈值软更新方法和一组准最佳URA大小,并通过重新扫描该区域来使用URA。方法。为了达到这个目标,我们对一组随机生成的目标模拟了URA雷达的功能,其中大约一半是单个目标,另一半是成对的目标。在单站雷达模型的基础上,利用MATLAB®R2021b相控阵系统工具箱tm函数进行了仿真配置和实现。结果。软阈值法和重扫描都不能提高检测精度。但是,当应用软阈值或重新扫描时,或者两者都应用时,检测的数量会增加。增量约为2.7%,但预期的高精度检测性能略有下降。这是由于软阈值和重新扫描尝试检索至少一些关于目标的信息而不是检测失败造成的。结论。使用阈值软更新方法以及更频繁的重新扫描可以减少检测失败的次数。此外,软阈值分割和重新扫描允许通过增加单目标和双目标检测的平均数量至少2.5%来略微减少足以保持相同检测精度的URA传感器的数量。检测到的目标数量的平均增量相当于检测到的概率的增加。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
ACCURATE DETECTION OF MULTIPLE TARGETS BY UNIFORM RECTANGULAR ARRAY RADAR WITH THRESHOLD SOFT UPDATE AND AREA RESCANNING
Background. If the intensity of moving targets within a surveyed area is low, an optimal number of uniform rectangular array (URA) radar sensors is in either the minimally-sized URA (or close to it) or maximally-sized URA (or close to it), where the URA size is regulated by (symmetrically) turning off vertical and horizontal sensors. However, this does not guarantee detection of any target because sometimes the threshold detection, by which the main parameters of a pair of two targets are estimated, fails even by using the soft threshold approach when the threshold is gradually decreased while the detection fails. Objective. In order to improve detection of multiple ground-surface targets by a URA radar, the goal is to decrease a number of detection fails, when targets are just missed. For this, the approach of threshold soft update and a set of quasioptimal URA sizes included  and  URAs are to be used by rescanning the area if the detection fails. Methods. To achieve the goal, the functioning of the URA radar is simulated for a set of randomly generated targets, where roughly a half of the set is to be of single targets, and the other half is to be of pairs of targets. The simulation is configured and carried out by using MATLAB® R2021b Phased Array System ToolboxTM functions based on a model of the monostatic radar. Results. Neither the soft threshold approach, nor the rescanning increase the detection accuracy. However, when either the soft threshold or rescanning is applied, or they both are applied, the number of detections is increased. The increment can be evaluated in about 2.7 %, but the expected high-accurate detection performance slightly drops. This is caused by that the soft thresholding and rescanning attempt at retrieving at least some information about the target instead of the detection fail. Conclusions. Using the threshold soft update approach along with a more frequent rescanning decreases a number of detection fails. Besides, the soft thresholding and rescanning allow slightly decreasing the number of URA sensors sufficient to maintain the same detection accuracy by increasing the averaged number of single-target and two-target detections at least by 2.5 %. The increment in a number of detected targets on average is equivalent to increasing the probability of detection.
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