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Discrete-time periodic systems: a floquet approach.
| Content Provider | CiteSeerX |
|---|---|
| Author | Sreedhar, J. Dooren, Paul Van |
| Abstract | We apply a Floquet-like theory to linear discrete-time periodic systems, and present an algorithm to compute the state-transformation matrices needed to give a time-invariant representation. The algorithm uses the periodic-Schur decomposition of a matrix sequence A i ; i = 0; : : : ; K \Gamma 1. |
| File Format | |
| Access Restriction | Open |
| Subject Keyword | Discrete-time Periodic System Floquet Approach Matrix Sequence Periodic-schur Decomposition Continuous-time Periodic System Modified Z-transform Technique Floquet-like Theory Linear Periodic System Dx Dt Lti System Periodic Sytem Floquet Theory Time-invariant Representation Continuous-time Case Floquet Theory Following Result State-transformation Matrix Classical Floquet Theory Direct Method Continuous-time Linear Periodic System |
| Content Type | Text |