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Stability analysis of in-plane and out-of-plane periodic motions of electrodynamic tether system in inclined elliptic orbit

机译:倾斜椭圆轨道上电动系链系统的面内和面外周期性运动的稳定性分析

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This paper analyzes the stability of in-plane/out-of-plane motion of electrodynamic tether (EDT) systems in elliptic and inclined orbits. The chaotic librational motion of an EDT system in inclined elliptic orbits has been studied extensively and it is believed that delayed feedback control cannot stabilize the librational motion of an EDT in an inclined and elliptic orbit with high eccentricity. Contrary to previously published results, the analytical results in this paper reveal that delayed feedback control can stabilize the in-plane/out-of-plane coupling librational motion of EDT systems in inclined elliptic orbits with high eccentricity to a periodic motion because the in-plane and out-of-plane coupling motions do not have the odd number condition if the electric current can flow on tether in both direction, and appropriate control gains are chosen. The validity of the stability analyses in this paper is confirmed through numerical simulations in which a delayed feedback control with appropriate control gains is applied to the in-plane/out-of-plane coupling periodic motion of an EDT system in inclined elliptic orbit with high eccentricity.
机译:本文分析了在椭圆和倾斜轨道上的电动系链(EDT)系统的平面内/平面外运动的稳定性。 EDT系统在倾斜的椭圆轨道上的混沌自由运动已被广泛研究,并且认为延迟的反馈控制不能稳定EDT在高偏心率的倾斜的椭圆轨道上的自由运动。与先前发表的结果相反,本文的分析结果表明,延迟反馈控制可以使EDT系统在平面内/平面外的高偏心率椭圆形轨道上的周向耦合自由运动稳定化,这是因为如果电流可以在两个方向上在系绳上流动,并且选择适当的控制增益,则平面和平面外的耦合运动将不具有奇数条件。本文通过数值模拟证实了稳定性分析的有效性,其中将具有适当控制增益的延迟反馈控制应用于高倾斜椭圆轨道上EDT系统的面内/面外耦合周期运动。怪癖。

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