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One Dimensional Trajectory Optimization for Horizontal Position Correction of Spot Hovering Stratosphere Airship

机译:平流层平流层飞艇水平位置校正的一维轨迹优化

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Power supply is a critical problem for stratospheric airship so it's important to operate airship in the optimal motion mode.This paper studies the optimal trajectory for position correction when airship is drifted away to spot hovering boundary.The optimization model is firstly built under the assumptions of constant wind field and constant propeller efficiency.Then,by using the minimal principle of Pontryagin,the trajectory optimization problem is converted into a Hamiltonian boundary value problem (HBVP).Finally,the optimal control policy and the optimal trajectory are given by solving the HBVP analytically.
机译:电源是平流层飞艇的一个关键问题,因此以最佳运动模式操作飞艇很重要。恒定的风场和恒定的螺旋桨效率。然后,利用庞特里亚金的最小原理,将轨迹优化问题转换为哈密顿边值问题(HBVP)。最后,通过求解HBVP给出了最优控制策略和最优轨迹分析地。

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