Extremum Seeking Control Observer Design for Multiple-Input Multiple-Output Linear Time-Invariant Systems

Authors

Presenter(s)

Abdulhakim A. Daluom

Files

Description

In this proposal a control strategy, we try to address the problem of output (performance) function for an observer of Multiple-Input Multiple-Output (MIMO) linear time-invariant system by applying the Extremum Seeking Control (ESC) approach. By this control approach, we drive the performance function to its maximum or minimum value. The construction of a seeking algorithm is used to drive the system states to the desired set-points that maximize or minimize the value of an objective (performance) function. Also, Lyapunov's stability theorem and the perturbation theory including the averaging method is used in the design of the extremum seeking controller structure to check the stability of the system.

Publication Date

4-9-2015

Project Designation

Graduate Research

Primary Advisor

Raul E. Ordonez

Primary Advisor's Department

Electrical and Computer Engineering

Keywords

Stander Symposium project

Disciplines

Arts and Humanities | Business | Education | Engineering | Life Sciences | Medicine and Health Sciences | Physical Sciences and Mathematics | Social and Behavioral Sciences

Recommended Citation

"Extremum Seeking Control Observer Design for Multiple-Input Multiple-Output Linear Time-Invariant Systems" (2015). Stander Symposium Projects. 648.
https://ecommons.udayton.edu/stander_posters/648