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- W2185702996 abstract "Summary, method, H-opti11 jw-axis controlThis paper introduces a new synthesis based on a computation method for solving a mization problem1 and a new technique of shifting -for designing a Hoptima1 -robust ler for the SISO system. With this method, we can optimize the excess stability margin under the requirement that all poles of the nominal closed loop system (cl-system) be located at the left of the jwaxis with a required distance d and ensure asymptotic regulation and disturbance rejection for a class of system input and disturbance if the plant perturbation does not exceed the excess stability margin. Another advantage is that there are no constraints to the poles and zeros of the plant when using this method. Nomenclature positive real numbers real rational functions right half plane complex functions which are analytic and bounded in the open" @default.
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- W2185702996 date "1986-01-01" @default.
- W2185702996 modified "2023-09-27" @default.
- W2185702996 title "STABILITY, ASYMPTOTIC REGULATlON AND DISTURBANCE REJECTION" @default.
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