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Calibration of Beacons for Indoor Environments based on a Digital Map and Heuristic Information

机译:基于数字地图和启发式信息的室内环境信标校准

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摘要

This paper proposes an algorithm for calibrating the position of beacons which are placed on the ceiling of an indoor environment. In this context, the term calibration is used to estimate the position coordinates of a beacon related to a known reference system in a map. The positions of a set of beacons are used for indoor positioning purposes. The operation of the beacons can be based on different technologies such as radiofrequency (RF), infrared (IR) or ultrasound (US), among others. In this case we are interested in the positions of several beacons that compose an Ultrasonic Local Positioning System (ULPS) placed on different strategic points of the building. The calibration proposal uses several distances from a beacon to the neighbor walls measured by a laser meter. These measured distances, the map of the building in a vector format and other heuristic data (such as the region in which the beacon is located, the approximate orientation of the distance measurements to the walls and the equations in the map coordinate system of the line defining these walls) are the inputs of the proposed algorithm. The output is the best estimation of the position of the beacon. The process is repeated for all the beacons. To find the best estimation of the position of the beacons we have implemented a numerical minimization based on the use of a Genetic Algorithm (GA) and a Harmony Search (HS) methods. The proposal has been validated with simulations and real experiments, obtaining the positions of the beacons and an estimation of the error associated that depends on which walls (and the angle of incidence of the laser) are selected to make the distance measurements.
机译:本文提出了一种用于校准放置在室内环境天花板上的信标位置的算法。在本文中,术语“校准”用于估计地图中与已知参考系统有关的信标的位置坐标。一组信标的位置用于室内定位。信标的操作可以基于不同的技术,例如射频(RF),红外(IR)或超声(US)等。在这种情况下,我们对几个信标的位置感兴趣,这些信标构成了放置在建筑物不同战略要点上的超声波本地定位系统(ULPS)。校准建议使用从信标到激光仪测量的邻近壁的若干距离。这些测得的距离,矢量格式的建筑物地图和其他启发式数据(例如信标所在的区域,距离测量值与墙的近似方向以及直线的地图坐标系中的方程式定义这些墙)是所提出算法的输入。输出是对信标位置的最佳估计。对所有信标重复该过程。为了找到信标位置的最佳估计,我们基于遗传算法(GA)和和声搜索(HS)方法的使用,实现了数值最小化。该提案已通过仿真和实际实验进行了验证,获得了信标的位置并估计了相关的误差,该误差取决于选择了哪些壁(以及激光的入射角)进行距离测量。

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