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Data association for deghosting in Y-shaped passive linear array sonars

机译:Y形无源线性阵列声纳中去鬼影的数据关联

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摘要

This paper deals with data association using three sets of passive linear array sonars (PLAS) geometrically positioned in a Y-shaped configuration, fixed in an underwater environment. The data association problem is directly transformed into a 3D assignment, which is known to be NP hard. For generic passive sensors, it can be solved using conventional algorithms, while in PLAS, it becomes a formidable task due to the presence of bearing ambiguity. Thus, the central issue of the problem in PLAS is how to eliminate the bearing ambiguity without increasing tracking error. To solve this problem, the 3D assignment algorithm used the likelihood value of only those observed bearing measurements is modified by incorporating frequency information in consecutive time-aligned scans. The region of possible ghost targets is first established by the geometrical relation of PLAS with respect to target. The ghost targets are then confirmed and eliminated by generating multiple observations in consecutive scans. Representative simulations demonstrate the effectiveness of the proposed approach.
机译:本文使用几何上呈Y形配置并固定在水下环境中的三组无源线性阵列声纳(PLAS)处理数据关联。数据关联问题直接转换为3D分配,这被称为NP难题。对于普通的无源传感器,可以使用常规算法解决它,而在PLAS中,由于轴承含糊不清,这成为一项艰巨的任务。因此,PLA问题的中心问题是如何在不增加跟踪误差的情况下消除轴承模糊性。为了解决此问题,通过将频率信息合并到连续的时间对齐扫描中来修改仅使用那些观测到的方位测量值的似然值的3D分配算法。首先通过PLAS相对于目标的几何关系建立可能的鬼目标的区域。然后通过在连续扫描中生成多个观察值来确认并消除幻影目标。代表性的仿真证明了该方法的有效性。

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