Feasibility Study of Switching Function Approaches in Sliding Mode Control for a Spacecraft's Attitude Control System

Hassrizal Bin Hassan Basri, J. Rossiter, Ahmad Riyad Firdaus
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Abstract

Sliding Mode Control (SMC) is well known as a robust control approach and is proven to be able to deal with nonlinear systems. To achieve this capability, the SMC controller input design is divided into two parts: a sliding surface design (continuous control) and a switching function design (discontinuous control). A spacecraft's attitude model is a multi-input and multi-output (MIMO) system and thus control design is difficult for some methodologies, however, in this case a SMC, is straightforward to construct. In this paper, for the continuous part, a reduction of order method (ROOM) is used to construct the sliding surface. For the discontinuous control, three different switching functions are designed and evaluated such as relays with constant gains, relays with state dependent gains and linear feedback with switched gains. The main contribution of this paper is to both analyse and investigate the limitations of these three switching functions at two different points (critical gains and proper gains) on a spacecraft's attitude model. The gains are selected using trial and error techniques as long as these gains meet the sufficiency conditions for the existence of a sliding mode. The discontinuous control is a high-speed switching function that produces chattering in the control input; however, solutions for chattering drawbacks are not discussed here. The best switching function is chosen based on the spacecraft's attitude transient performance requirements.
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切换函数方法在航天器姿态控制系统滑模控制中的可行性研究
滑模控制(SMC)被认为是一种鲁棒控制方法,并被证明能够处理非线性系统。为了实现这种能力,SMC控制器的输入设计分为两个部分:滑动面设计(连续控制)和开关函数设计(不连续控制)。航天器姿态模型是一个多输入多输出(MIMO)系统,对于一些方法来说,控制设计是困难的,然而在这种情况下,SMC是直接构建的。对于连续部分,本文采用降阶法(ROOM)构造滑动面。对于不连续控制,设计并评估了三种不同的开关函数,即恒定增益继电器、状态相关增益继电器和开关增益线性反馈。本文的主要贡献是分析和研究了这三种切换函数在航天器姿态模型上两个不同点(临界增益和适当增益)的局限性。只要这些增益满足滑模存在的充分条件,就可以使用试错技术来选择增益。不连续控制是在控制输入中产生抖振的高速开关函数;但是,这里不讨论解决抖振缺陷的方法。根据航天器姿态瞬态性能要求选择最佳切换函数。
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