In this short paper some new results regarding a class of linear systems, defined as All-Pass Mixed Systems (APMS), are reported. In particular it is shown that the closed loop eigenvalues, when a normalized LQR regulator is used, are given from the union of those of the open-loop all-pass part of the system with the optimal closed-loop eigenvalues of the other subsystem.
Stable all-pass mixed systems in LQR frame: New results
Nunnari G.
1997-01-01
Abstract
In this short paper some new results regarding a class of linear systems, defined as All-Pass Mixed Systems (APMS), are reported. In particular it is shown that the closed loop eigenvalues, when a normalized LQR regulator is used, are given from the union of those of the open-loop all-pass part of the system with the optimal closed-loop eigenvalues of the other subsystem.File in questo prodotto:
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