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Range-based cooperative underwater target localization

机译:基于距离的协同水下目标定位

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The paper addresses the problem of range-based cooperative underwater target localization. In its simplest form, target localization aims to estimate the position of a stationary or mobile target by using range measurements between the target and a vehicle, called a tracker, undergoing a trajectory that can be measured on-line. In this context, the tracker must execute sufficiently exciting maneuvers so as to maximize the range-based information available for target localization. The paper extends this set-up to the case where the tracker works in cooperation with another vehicle, called companion, that can also measure ranges to the target and shares this info with the tracker. The latter may have access to the position of the companion or, in some cases, only to the range between the two vehicles. We consider three different operating scenarios where the motion of the tracker is chosen so as to increase the accuracy with which the position of the target can be estimated. The scenarios reflect the situations where the motion of the companion vehicle satisfies one of three conditions: i) the motion is not defined a priori and can also be optimized, ii) the motion is fixed a priori and is known to the tracker (scenario in which the tracker benefits from the extra information acquired by the companion vehicle, which tracks a desired trajectory in the context of a separate, independent mission), and iii) the motion is not known a priori and must be learned in the course of the mission. By adopting an estimation-theoretical settings, optimal trajectories are computed by maximizing the determinant of an appropriately defined Fisher information matrix (FIM), subjected to vehicle maneuvering constraints and inter-vehicle collision avoidance. Simulation results illustrate the methodology adopted for cooperative target localization.
机译:本文解决了基于距离的协同水下目标定位问题。在最简单的形式中,目标定位的目的是通过使用目标和车辆(称为跟踪器)之间的距离测量值来估计固定目标或移动目标的位置,该跟踪器会经历可以在线测量的轨迹。在这种情况下,跟踪器必须执行足够激动人心的动作,以便最大化可用于目标定位的基于范围的信息。本文将这种设置扩展到了跟踪器与另一辆称为伴侣的车辆协同工作的情况,该车辆也可以测量到目标的范围并与跟踪器共享此信息。后者可以访问同伴的位置,或者在某些情况下只能访问两辆车之间的范围。我们考虑了三种不同的操作方案,在这些方案中选择了跟踪器的运动,从而提高了估计目标位置的准确性。这些场景反映了陪伴车辆的运动满足以下三个条件之一的情况:i)该运动不是先验定义的,也可以优化,ii)该运动是先验固定的,并且对于跟踪器是已知的(场景2中的场景)跟踪器会从陪伴车辆获取的额外信息中受益,该信息会在单独的独立任务中跟踪所需的轨迹),并且iii)运动是先验未知的,必须在任务过程中学习。通过采用估计理论设置,可以在受到车辆操纵约束和避免车辆间碰撞的情况下,通过最大化适当定义的Fisher信息矩阵(FIM)的行列式来计算最佳轨迹。仿真结果说明了用于合作目标定位的方法。

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