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Stabilization of Periodically Switched Linear Systems

【摘要】:正 This paper studies the state feedback stabilization problem for a simple class of switched linear systems in the discrete-time domain, where the switching signal is known and periodic. For such systems, a periodically switched state feedback controller is proposed. The problem is solved by the computation of a set of feedback gains. This computation hinges upon conditions expressed in terms of Linear Matrix Inequalities (LMls).

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