2020
DOI: 10.1007/s40313-020-00609-5
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Mission Planning for Multiple UAVs in a Wind Field with Flight Time Constraints

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Cited by 12 publications
(7 citation statements)
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References 23 publications
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“…The battery capacity, flight range, and payload capacity are crucial parameters for drone employment in package delivery. Several approaches have been proposed to overcome the problems, including truck-drone collaboration [15], independent drone delivery [16], and drone delivery with charging stations that enable drones to recharge their batteries [17]. In truck-drone collaboration, the trucks carry parcels and several drones, and the drones mainly concentrate on last-mile delivery.…”
Section: Infrared Technology Guides the Drones To Dedicated Landingmentioning
confidence: 99%
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“…The battery capacity, flight range, and payload capacity are crucial parameters for drone employment in package delivery. Several approaches have been proposed to overcome the problems, including truck-drone collaboration [15], independent drone delivery [16], and drone delivery with charging stations that enable drones to recharge their batteries [17]. In truck-drone collaboration, the trucks carry parcels and several drones, and the drones mainly concentrate on last-mile delivery.…”
Section: Infrared Technology Guides the Drones To Dedicated Landingmentioning
confidence: 99%
“…Simulation results show that the proposed scheme is capable of selecting the optimal route, which minimizes the total flight length. Pinto et al [16] proposed mission planning for multi-UAV drone delivery under windy conditions. They implemented an MILP to optimize the delivery, with a focus on minimizing the drone flight time during delivery to multiple customers in a single mission.…”
Section: Literature Reviewmentioning
confidence: 99%
“…Since expectations preserve convexity, the expected inequality constraints ( 30) -( 33) are still convex. In addition, for simplicity, we choose the local point with v (l) (30). Similarly, we substitute v[n] = v e [n]−E(v w ) into the objective function of (P3.2), which, by Jensen's inequality, provides a lower bound for the mean of cost function in problem (P3.1).…”
Section: Offline Design Based On Spmentioning
confidence: 99%
“…In order to prolong the mission duration, the authors in [28] investigate resonant beam charging-powered UAV-assisted sensing data collection, and jointly optimize the UAV's trajectory and the power of the charging station to maximize the power transmission efficiency, whereas the wind effect and the UAV's energy consumption are not explicitly considered. Considering wind effect, the author in [29] formulates the problem of finding minimum-energy flight paths of the UAV by utilizing or avoiding the wind, while the authors in [30] propose a model to solve a mission planning problem in which UAVs must visit some waypoints in the presence of a wind field to maximize the total reward collected and minimize total flight time. However, the data collection scenario is not explicitly considered in [29] and [30], and the UAV-to-buoys communication is not jointly optimized.…”
Section: Introductionmentioning
confidence: 99%
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