论文标题
OPTILOD:用于高精确式室内无人机定位的最佳信标
OPTILOD: Optimal Beacon Placement for High-Accuracy Indoor Localization of Drones
论文作者
论文摘要
对于许多应用,无人机必须完全或部分自动操作。要自行完全或部分飞行,无人机需要访问位置服务才能获取导航命令。虽然使用全局定位系统(GPS)是一个明显的选择,但GPS并不总是可用,可以被欺骗或堵塞,并且对于室内和地下环境而言非常容易出错。使用信标的范围方法是局部定位的流行方法之一,特别是针对室内环境。通常,此类的本地化误差是由于两个因素:范围误差和信标之间的相对几何形状和目标对象之间的相对几何形状引起的误差。本文提出了OPTILOD(用于高智度室内无人机定位的最佳信标放置),这是一种优化算法,用于最佳位于三维室内环境中的信标。 OPTILOD利用进化算法的进步来计算信标的最小数量及其最佳位置,以最大程度地减少本地化误差。这些问题属于混合整数编程(MIP)类,都被认为是NP-HARD。尽管如此,OPTILOD还是可以提供多种最佳信标配置,以最大程度地减少本地化错误以及已部署的信标的数量以及有效时间。
For many applications, drones are required to operate entirely or partially autonomously. To fly completely or partially on their own, drones need access to location services to get navigation commands. While using the Global Positioning System (GPS) is an obvious choice, GPS is not always available, can be spoofed or jammed, and is highly error-prone for indoor and underground environments. The ranging method using beacons is one of the popular methods for localization, specially for indoor environments. In general, localization error in this class is due to two factors: the ranging error and the error induced by the relative geometry between the beacons and the target object to localize. This paper proposes OPTILOD (Optimal Beacon Placement for High-Accuracy Indoor Localization of Drones), an optimization algorithm for the optimal placement of beacons deployed in three-dimensional indoor environments. OPTILOD leverages advances in Evolutionary Algorithms to compute the minimum number of beacons and their optimal placement to minimize the localization error. These problems belong to the Mixed Integer Programming (MIP) class and are both considered NP-Hard. Despite that, OPTILOD can provide multiple optimal beacon configurations that minimize the localization error and the number of deployed beacons concurrently and time efficiently.