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An optimal two-stages search plan for a random walk target motion in the plane

机译:飞机上随机行走目标运动的最优两阶段搜索计划

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摘要

This paper addresses the problem of searching for a moving target in the plane by a single autonomous sensor platform unmanned air vehicle (UAV). This sensor consists of a search team from two-searchers. The target moves in the plane with autocollimator linear motion (one-dimensional random walk) either for x-axis or y-axis. The search consists of two stages, the broad search and investigating search. In a broad search the sensor wishes to find the target's initial position, which is given by the value of the two independent random variables (X, Y) and they have joint symmetric probability density function f(x,y). In an investigation search stage, the search team will be unmanned to detect the target on one of two real lines intersected at the target's initial position. It is desired to search in an optimal manner in each stage to minimise the expected value of the first meeting time between one of the searchers and the target, assuming circular normal distributed estimates of its initial position.
机译:本文解决了通过单个自主传感器平台无人飞行器(UAV)在飞机上搜索运动目标的问题。该传感器由来自两个搜索者的搜索小组组成。目标通过x轴或y轴的自动准直器线性运动(一维随机游动)在平面中移动。搜索包括两个阶段,广泛搜索和调查搜索。在广泛搜索中,传感器希望找到目标的初始位置,该位置由两个独立随机变量(X,Y)的值给出,并且它们具有联合对称概率密度函数f(x,y)。在调查搜索阶段,搜索团队将无人值守以在目标初始位置相交的两条实线之一上检测目标。期望在每个阶段中以最佳方式进行搜索,以使搜索者中的一个与目标之间的第一次会面时间的期望值最小,并假设其初始位置呈圆形正态分布估计。

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