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Cooperative Orbital Control of Multiple Satellites via Consensus

机译:通过共识对多颗卫星进行协作轨道控制

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摘要

In space systems consisting of a large number of satellites, coordinating orbits among satellites is necessary throughout the entire mission lifetime. Although previous works mainly focused on the boundedness of relative motion between satellites in the group, in this paper, an extra degree of freedom is also addressed in order to manipulate an arbitrary number of orbital elements, which is represented as coordinating a general orbital transfer and an in-space assembly. The underlying concept is using consensus theory to characterize the properties of the control objective as in a multiagent system. To that end, this paper assumes that the communication in the networked satellite system is represented as an undirected graph, and then implements the governing system dynamics in a control-affine form as described by the Gauss's variational equations. For the general orbital transfer problem, an edge-error-based controller is developed and proven asymptotically stable. Definitions of error functions are also investigated to understand the behavior of developed controllers. Several strategies for assembly control are discussed, namely, via changing of variables or in a two-phase control process based on the dynamical structure. Numerical simulations are performed to validate the analysis and demonstrate the results.
机译:在由大量卫星组成的空间系统中,在整个任务生命周期中必须协调卫星之间的轨道。尽管以前的工作主要集中在该组卫星之间相对运动的有界性上,但在本文中,还解决了额外的自由度,以便操纵任意数量的轨道元素,这表示为协调一般的轨道传递和太空装置。基本概念是使用共识理论来表征多目标系统中控制目标的特性。为此,本文假设将网络卫星系统中的通信表示为无向图,然后按照高斯变分方程描述的控制仿射形式实现控制系统动力学。对于一般的轨道转移问题,开发了一种基于边缘误差的控制器,并证明了其渐近稳定。还研究了误差函数的定义,以了解已开发控制器的行为。讨论了几种装配控制策略,即通过更改变量或基于动态结构的两阶段控制过程。进行数值模拟以验证分析并证明结果。

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