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State Transition Matrix for Delay Systems by neel1237 is a document available to read on EtoBox.
What is State Transition Matrix for Delay Systems about?
This article discusses the computation of the state transition matrix for a class of delay-differential systems. Delay-differential systems can be modeled by a linear constant coefficient delay-differential equation of the form x(t) = Aox(t) + A1x(t - h). The article provides a method for computing the state transition matrix for such systems in closed form. It then analyzes the form of the state transition matrix for delay-differential systems with a finite spectrum. Finally, it discusses the problem of po
- Author
- neel1237
- Language
- EN