一类不匹配扰动下线性系统的最优离散积分滑动流形设计

B. Veselić, B. Drazenovic, C. Milosavljevic
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引用次数: 2

摘要

本文提出了一种离散时间积分滑动流形的设计方法,使线性系统对不匹配的常数或慢变外部干扰的灵敏度最小化。不匹配扰动的影响用稳态相关的二次判据来评价。推导了离散积分滑模控制系统中最优滑动流形的设计方法,该方法能使某一准则最小化。数值算例和计算机仿真验证了该方法的有效性。
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Optimal discrete-time integral sliding manifold design for linear systems subjected to a class of unmatched disturbances
This paper proposes a design method of the discrete-time integral sliding manifold that minimizes linear systems sensitivity to unmatched constant or slowly-varying external disturbances. The impact of unmatched disturbances is evaluated by a steady-state dependent quadratic criterion. An efficient design procedure is derived that easily finds the optimal sliding manifold that minimizes a criterion in discrete-time integral sliding mode control system. The suggested approach has been verified on numerical examples and computer simulations.
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