Survey of Certain Properties of Repetitive Gain Scheduling Control Systems Using the Method of the Algebraic Derivative | Zendy

Emil Nikolov | Zendy; Niikolova | Zendy; Boris Grasiani | Zendy

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Survey of Certain Properties of Repetitive Gain Scheduling Control Systems Using the Method of the Algebraic Derivative

Author(s) -

Emil Nikolov,

Niikolova,

Boris Grasiani

Publication year - 2014

Publication title -

information technologies and control

Language(s) - English

Resource type - Journals

eISSN - 2367-5357

pISSN - 1312-2622

DOI - 10.1515/itc-2016-0002

Subject(s) - a priori and a posteriori , gain scheduling , scheduling (production processes) , parametric statistics , algebraic number , control theory (sociology) , derivative (finance) , computer science , repetitive control , mathematics , mathematical optimization , control (management) , control system , engineering , mathematical analysis , statistics , artificial intelligence , economics , philosophy , epistemology , financial economics , electrical engineering

The present study systematizes certain methods for analysis at priori un-certainty and proposes new methods for analy-sis of the filtration features of the repetitive gain scheduling control sys-tems under the conditions of periodic harmonic interference. For analysis of the fil-tering features of the repetitive gain scheduling control systems, the following methods have been proposed and applied to a particular example: temporal analy-sis with “test” periodic im-pacts in nomi-nal parametric mode and frequency analysis, using the method of the alge-braic derivative.

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