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This paper investigates the minimum dwell time for switched linear systems. It is shown that a sequence of upper bounds of the minimum dwell time can be computed by exploiting homogeneous polynomial Lyapunov functions and convex optimization problems based on linear matrix inequalities (LMIs). This sequence is obtained by adopting two possible representations of homogeneous polynomials, one based...
In this paper, the problem of stabilization of switched linear systems via saturated input is considered. Based on different switching law, two control strategies are presented. The first one is based on the minimum dwell time (MDT) switching together with saturated feedback. The second one is designed by state dependent switching and saturated feedback. Illustrative examples are presented to show...
In this paper, the problem of minimum dwell time for the stability and stabilization of switched linear systems is considered. First, using the method of multiple Lyapunov functions, we obtain an estimate for the minimum dwell time(MDT), which assures the exponential stability of switched linear systems. Using the stability result obtained for free system, we then investigate the problem of MDT for...
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