Noninteracting control of descriptor systems involving disturbances
Ημερομηνία
1997DOI
Λέξη-κλειδί
Επιτομή
For m-input p-output descriptor systems involving disturbances, it is proven that if the problem of disturbance rejection is solvable via static-state feedback and the input-output transfer function matrix is right invertible, there always exists a static-state feedback control law yielding, simultaneous to disturbance rejection, a triangular input-output relation. The structural properties of the closed-loop system (stability, pole assignment, etc.) are extensively studied.
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