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Geometric approach to target tracking motion analysis in bearing-only tracking

机译:目标跟踪跟踪运动分析的几何方法

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In maritime operations, target tracking and localization, also called target motion analysis (TMA), is an important issue, if an active sensor is used, the tracking process Will be observable since we can predict the target range and bearing without any difficulty. The major disadvantage of using the active sources is that the enemy's targets can easily detect the ship position. Thus, tracking using active sources become a risky proposition. The alternative is to use passive tracking, but in this case the tracking process will be unobservable because we can only measure the target bearing. The range can be estimated via triangularization by using at least two platforms. Another method is to try to find the range using a geometrical approach to have at least one accurate range and then we can use it to construct the track under some assumptions. In this paper, a geometrical approach to bearing-only tracking is introduced. The target range is derived using few bearing measurements. Several own ship-target geometries have been set up for this purpose. To compute the target range, it is required that the own ship execute an admissible maneuver. The geometrical approach presented provides an acceptable performance and can be used for a short time period in the tracking process to provide a reasonable estimate of the range and then the tracker can use this range to generate the target track and hence reduce the bias.
机译:在海上操作中,目标跟踪和定位,也称为目标运动分析(TMA)是一个重要的问题,如果使用有源传感器,则可以观察到的跟踪过程,因为我们可以在没有任何困难的情况下预测目标范围和轴承。使用活动来源的主要缺点是敌人的目标很容易检测到船舶位置。因此,使用主动源跟踪成为风险的命题。替代方案是使用被动跟踪,但在这种情况下,跟踪过程将是不可观察的,因为我们只能测量目标轴承。通过使用至少两个平台可以通过三角化估计范围。另一种方法是尝试使用几何方法找到该范围来具有至少一个准确的范围,然后我们可以使用它来构建一些假设的轨道。在本文中,引入了仅轴承跟踪的几何方法。目标范围是使用少量轴承测量来源的。为此目的已经建立了几个自己的船舶目标几何形状。要计算目标范围,所以要求自己的船舶执行受理的操纵。呈现的几何方法提供了可接受的性能,并且可以在跟踪过程中用于短时间内,以提供对范围的合理估计,然后跟踪器可以使用该范围来生成目标轨道,因此降低偏置。

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