A gatesize computing method in target tracking

T. Matsuzaki, H. Kameda, S. Tsujimichi, Y. Kosuge
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引用次数: 1

Abstract

It is important for target tracking to decide "gatesize" in clutter environment. When the detection probability is equal to 1.0, the conventional gatesize has a problem that the gatesize becomes infinite. Another problem is that usually the same values have been employed for both the gatesize of a tracking radar and that of a search radar, although such practice has not been verified. To solve these problems, we propose a gatesize computing method which determines the gatesize by means of maximizing the difference between the density of the targets and the density of the clutters in gate. Then using our proposed method, we show that the appropriate value for the gatesize of a tracking radar and that of a search radar are different. The effectiveness of the proposed method has been confirmed through computer simulation.
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目标跟踪中门尺寸的计算方法
杂波环境下“门尺寸”的确定对目标跟踪具有重要意义。当检测概率等于1.0时,传统的门尺寸存在门尺寸无穷大的问题。另一个问题是,跟踪雷达的门径和搜索雷达的门径通常采用相同的数值,尽管这种做法尚未得到证实。为了解决这些问题,我们提出了一种门尺寸计算方法,该方法通过最大化目标密度与门中杂波密度之差来确定门尺寸。然后利用本文提出的方法,证明了跟踪雷达和搜索雷达的门尺寸的合适值是不同的。通过计算机仿真验证了该方法的有效性。
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