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A Geometric Method of Hoverability Analysis for Multirotor UAVs With Upward-Oriented Rotors

机译:具有向上取向转子的多电流无人机的悬浮性分析几何方法

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摘要

This article proposes a novel geometric method to investigate whether a multirotor unmanned aerial vehicle (UAV) can achieve static hovering, i.e., hoverability. Hoverability is indispensable for a multirotor UAV to conduct its tasks safely and should be satisfied even after its rotors fail to prevent accidents. The proposed geometric method reveals the relationship between the position of the center of mass (CoM) and the rotor placement of a multirotor UAV with upward-oriented rotors to satisfy hoverability. It can be applied to a multirotor UAV with any number and positioning of rotors. This article also demonstrates that our proposed method can be applied to the investigation of a robust structure against rotor failures. This investigation provides a geometric proof that a pentarotor UAV with robustness against an arbitrary rotor failure cannot be developed. Furthermore, a quantitative measure of hoverability is newly presented based on the analysis method. This enables us to design a multirotor UAV with an optimal structure by maximizing it. Finally, experimental validation is performed by using a hexrotor UAV whose CoM position is adjusted.
机译:本文提出了一种新颖的几何方法来研究多路径无人驾驶飞行器(UAV)是否可以实现静电悬停,即恶性。对于多陆无人机无能为力,对于安全性,即使在转子未能防止事故发生后,也应该满足。所提出的几何方法揭示了质量中心(COM)的位置与多电流UAV的转子与向上取向转子的关系,以满足恶化性。它可以应用于多电流UAV,其具有转子的任何数量和定位。本文还证明了我们所提出的方法可以应用于对转子故障的鲁棒结构的调查。本研究提供了一种几何证据,即无法开发针对任意转子故障的坚固性的五角球电池。此外,基于分析方法新呈现的可恶劣性的定量衡量标准。这使我们能够通过最大化它来设计具有最佳结构的多电流UAV。最后,通过使用调整其COM位置的HexrotoR UAV来执行实验验证。

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