10.35940/ijeat.A1956.049420
https://zenodo.org/records/5553673
oai:zenodo.org:5553673
Sandip A Mehta
Sandip A Mehta
Department of Instrumentation and Control Engineering School of Technology Nirma University S G Highway, Chharodi, Ahmedabad -382481
Dipak M Adhyaru
Dipak M Adhyaru
Department of Instrumentation and Control Engineering School of Technology Nirma University S G Highway, Chharodi, Ahmedabad -382481
Fractional Order Control Methodology for the SelfBalance Robot.
Zenodo
2020
PID, FOPID, Linear quadratic regulator, two wheeled robot, self-balance system.
Blue Eyes Intelligence Engineering & Sciences Publication(BEIESP)
Blue Eyes Intelligence Engineering & Sciences Publication(BEIESP)
Publisher
2020-04-30
eng
2249-8958
Creative Commons Attribution 4.0 International
In this research paper the control algorithms like LQR and PID has been proposed for the integer and fractional order system. In this research paper the modeling of the self balance robot system has been carried out in integer domain and fractional domain. This research paper presents the simulation analysis of control algorithms for two wheel self-balancing robot using Linear Quadratic Regulator, Proportional-Integral Derivative and Fractional order Proportional-Integral-Derivative control algorithm. These all control algorithm are applied on the integer order system and the fractional order system and comparative analysis has been done. The comparison between integer order PID against the fractional order PID is also been made for the self-balance robot. It has been demonstrated through simulation that fractional order controller gives better response as compared to integer order controller. Further it has been found out that fractional order controller gives better results when applied to fractional order system compared to its integer order counterpart.