标题：Stabilizing Patterned Distributed Systems by State and Measurement Feedback * * This work is supported by the Natural Sciences and Engineering Research Council of Canada (NSERC)
摘要：AbstractIt is well known that a system is stabilizable if and only if its unstable part is controllable. However, constraints placed on the system’s controller — such as those imposed by a distributed system’s interconnection structure — can render this condition insufficient. In this paper, we provide a new necessary and sufficient condition for the stabilizability of distributed systems encoded by somepatternthat is reflected in the system matrices. We also provide sufficient conditions for stabilizability by static measurement feedback in these systems. Our conditions are generalizations of those from the standard geometric approach.
关键词：KeywordsStabilizabilityDistributed feedbackGeometric approachLinear systems
