In this work, the regulation problem is extended to the field of fractional-order linear systems considering the Caputo fractional derivative. The regulation equations are obtained on the basis of the Francis equations. It is also shown that the linear fractional regulator exists at t = 0 only if the order of the plant is not greater than the order of the reference system.
|Number of pages||14|
|Journal||Turkish Journal of Electrical Engineering and Computer Sciences|
|State||Published - 1 Jan 2019|
- Fractional ordinary differential equations
- Linear systems
- Regulation theory
- Tracking of references