一种有效的雷达伪影消除方法

Korkut Bekiroglu, Mustafa Ayazoglu, C. Lagoa, M. Sznaier
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引用次数: 4

摘要

被动传感器或雷达在被干扰的环境中只能测量目标的方位或方向信息,然后可以使用众所周知的三角测量方法计算目标的位置。然而,三角测量会产生幽灵,它们的行为和操作就像真正的目标一样。虽然文献中有消除鬼影的方法,但所提出的程序通常非常复杂,特别是在测量有噪声的情况下。此外,由此产生的误报率可能是不可接受的。为了解决这一问题,本文提出了一种新的高效鬼影消除算法。所提出的方法利用了这样一个事实,即幽灵轨迹是两个目标轨迹的函数,因此,它的复杂性“更高”。该算法利用基于原子范数概念的快速算法来估计观察到的轨迹的复杂性(近似生成它们的系统的阶数),并根据观察到的物体的轨迹复杂度为低/高,将其分类为目标/幽灵。最后,通过一个学术实例对所提出的方法进行了说明。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An efficient approach to the radar ghost elimination problem
Passive sensors or radars in a jammed environment can only measure the targets' bearing or direction information and their location then can be calculated by using well known triangulation methods. However triangulation produces ghosts which act and operate like real targets. Although there are methods in the literature for ghost elimination the procedures proposed are usually very complex especially if the measurements are noisy. Moreover, the resulting false alarm rate might be unacceptable. As a way of addressing this problem, in this paper, a new efficient ghost elimination algorithm is provided. The proposed approach uses the fact that a ghost trajectory is a function of the trajectories of two targets and, hence, its complexity is “higher.” The algorithm estimates the complexity of the observed trajectories (order of systems that approximately generate them) by using fast algorithms based on the concept of atomic norm and classifies observed objects as targets/ghosts if their trajectory complexity is low/high. Finally the proposed approach is illustrated by using an academic example.
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