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A Track Fusion Method Based on Converted Measurements in Multistatic Sonar Systems

机译:一种基于多静学声纳系统转换测量的轨道融合方法

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Tracking with multistatic sonar measurements is challenging due to the fact that the measurements are nonlinear functions of the Cartesian state. To obtain a global estimation of the target position, the existing approaches are to fuse local estimations of the target position or expand the measurement vector to be global. But those methods may cause large amounts of calculations due to the need for many Kalman filters or a high dimension of the measurement vector. The paper converted measurements from measurement coordinates to Cartesian coordinates to obtain the global estimation of the target position based on a Kalman filter and avoiding the high dimension problem, which means a low calculation cost. The performance of the proposed method is demonstrated by different simulated scenarios.
机译:由于测量是笛卡尔状态的非线性函数,随着多静学声纳测量的跟踪是具有挑战性的。为了获得目标位置的全局估计,现有方法是融合目标位置的局部估计或将测量向量扩展为全局。但由于需要许多卡尔曼滤波器或测量向量的高尺寸,这些方法可能导致大量计算。该纸张将测量从测量坐标转换为笛卡尔坐标,以基于卡尔曼滤波器获得目标位置的全局估计,避免高维问题,这意味着低计算成本。通过不同的模拟场景对所提出的方法的性能进行了证明。

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