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1 Asymptotically Stable Interval Observers for Planar Systems with Complex Poles

By Frédéric Mazenc and Olivier Bernard


In some parametric domains, the problem of designing an exponentially stable interval observer for an exponentially stable two dimensional time-invariant linear system is open. We show that, in some cases, no linear time-invariant change of coordinates can help to determine an exponentially stable interval observer. Next, we solve the problem by constructing interval observers of a new type, which have as key feature the property of being time-varying. This new design is applied to the chaotic Chua’s system

Topics: time-varying, exponential stability, robustness
Year: 2011
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