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首页> 外文期刊>Journal of Guidance, Control, and Dynamics >Solar-Powered Aircraft: Energy-Optimal Path Planning and Perpetual Endurance
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Solar-Powered Aircraft: Energy-Optimal Path Planning and Perpetual Endurance

机译:太阳能飞机:能量最优的路径规划和永久耐久性

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This paper considers energy-optimal path planning and perpetual endurance for unmanned aerial vehiclesnequipped with solar cells on the wings, which collect energy used to drive a propeller. Perpetual endurance is thenability to collect more energy than is lost during a day. This paper considers two unmanned aerial vehicle missions:n1) to travel between given positions within an allowed duration while maximizing the final value of energy and 2) tonloiter perpetually from a given position, which requires perpetual endurance. For the first mission, the subsequentnproblem of energy-optimal path planning features the coupling of the aircraft kinematics and energetics modelsnthrough the bank angle. The problem is then formulated as an optimal control problem, with the bank angle andnspeed as inputs. Necessary conditions for optimality are formulated and used to study the optimal paths. The powernratio, a nondimensional number, is shown to predict the qualitative features of the optimal paths. This ratio alsonquantifies a design requirement for the second mission. Specifically, perpetual endurance is possible if and only if thenpower ratio exceeds a certain threshold. Comparisons are made of this threshold between Earth and Mars.nImplications of the power ratio for unmanned aerial vehicle design are also discussed. Several illustrations are given.
机译:本文考虑了机翼上装有太阳能电池的无人驾驶飞机的能源最优路径规划和永久耐久性,这些太阳能电池收集用于驱动螺旋桨的能量。永久耐力就是能够收集比一天中损失的能量更多的能量。本文考虑了两种无人飞行器飞行任务:n1)在允许的持续时间内使给定位置之间行驶,同时使能量的最终价值最大化;以及2)从给定位置永久地保持无声,这需要永久的承受力。对于第一个任务,随后的能量最优路径规划问题将通过倾斜角将飞机运动学模型与能量模型耦合。然后将该问题公式化为最优控制问题,并以倾斜角和速度作为输入。制定了最优性的必要条件,并用于研究最优路径。功率比是一个无量纲的数字,用于预测最佳路径的定性特征。该比率也量化了第二次任务的设计要求。特别地,当且仅当功率比超过某个阈值时,才可能具有持久的耐久性。比较了地球和火星之间的阈值。还讨论了无人飞行器设计功率比的含义。给出了几个插图。

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