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μ-analysis for Robust Control in Spacecraft with Large Appendages

机译:大附属物宇宙飞船鲁棒控制的μ分析

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Flexible spacecraft with large appendages such as the Tracking and Data Relay Satellite (TDRS) requires special attention in addressing stability robustness. The control system must be capable to handle the loop interaction effects and plant configuration variations. The classical single loop stability analysis may no longer guarantee robustness due to loop coupling especially when the control loops interact with low flexible modes. This paper describes a Multi-Input-Multi-Output (MIMO) stability check using the μ-analysis to guarantee robustness. The classical gain (GM) and phase margins (PM) have been extended for MIMO systems using the μ-analysis. Furthermore, instead of a certain fixed ratio between the guaranteed bounds on GM and PM for a specified μ-value, a recent result shows improvement can be made by correlating any combination of such margins to a specific μ-value. Consequently, a more specific stability analysis can be performed resulting in a less conservative control system design.
机译:具有大附属物的柔性航天器,如跟踪和数据中继卫星(TDR)需要特别注意解决稳定性稳健性。控制系统必须能够处理环路交互效果和工厂配置变化。经典单回路稳定性分析可能不再保证由于环路耦合而不再保险,特别是当控制回路与低灵活模式相互作用时。本文介绍了使用μ分析的多输入多输出(MIMO)稳定性检查,以保证鲁棒性。使用μ分析的MIMO系统已经扩展了经典增益(GM)和相位边距(PM)。此外,代替GM和PM的保证界限之间的某个固定比率,最近的结果可以通过将这种余量的任何组合与特定μ值相关联来进行改进。因此,可以执行更具体的稳定性分析,从而导致更少的保守控制系统设计。

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