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Solar sail trajectories with piecewise-constant steering laws

机译:具有分段恒定转向律的太阳帆轨迹

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Solar sails have much attracted the interest of the scientific community as an advanced low-thrust propulsion means capable of promoting the reduction of mission costs and the feasibility of missions that are not practically accessible via conventional propulsion because of their large ΔV requirements. To reduce the overall flight time, a given mission is usually analyzed in the framework of a minimum time control problem, with the employment of a continuous steering law. The aim of this paper is to investigate the performance achievable with a piecewise-constant steering law whose aim is to substantially reduce the complex task of reorienting the sail over the whole mission. Unlike previous studies based on direct approaches, here we use an indirect method to optimally select the sail angle within a set of prescribed values. The corresponding steering law translates the results available for continuous controls to the discrete case, and is able of producing trajectories that are competitive in performance with the optimum variable direction program.
机译:太阳帆作为一种先进的低推力推进装置已引起了科学界的广泛兴趣,该装置能够促进任务成本的降低,以及由于其较大的ΔV要求而无法通过常规推进实际实现的任务的可行性。为了减少总飞行时间,通常在最小时间控制问题的框架内分析给定任务,并采用连续转向法则。本文的目的是研究分段恒定的转向定律所能达到的性能,该定律的目的是在整个任务中显着减少重新调整帆的复杂任务。与以前基于直接方法的研究不同,这里我们使用间接方法在一组规定值内最佳选择航行角。相应的转向定律可将可用于连续控制的结果转换为离散的情况,并能够通过最优的可变方向程序产生在性能上具有竞争力的轨迹。

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