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Design of internal model control based fractional order PID controller 被引量:13

Design of internal model control based fractional order PID controller
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摘要 This article presents a design of the internal model control (IMC) based single degree of freedom (SDF) fractional order (FO) PID controller with a desired bandwidth specification for a class of fractional order system (FOS). The drawbacks of the SDF FO-IMC are eliminated with the help of the two-degree of freedom (TDF) FO PID controller. The robust stability and robust performance of the designed controller are analyzed using an example. This article presents a design of the internal model control (IMC) based single degree of freedom (SDF) fractional order (FO) PID controller with a desired bandwidth specification for a class of fractional order system (FOS). The drawbacks of the SDF FO-IMC are eliminated with the help of the two-degree of freedom (TDF) FO PID controller. The robust stability and robust performance of the designed controller are analyzed using an example.
出处 《控制理论与应用(英文版)》 EI 2012年第3期297-302,共6页
关键词 Fractional order PID controller Fractional order systems Model based control Robust control Fractional order PID controller Fractional order systems Model based control Robust control
作者简介 T. VINOPRABA received the B.E. degree in Elec- tronics and Instrumentation Engineering from An- namalai University, Chidambaram, in 2006, M.E. degree in Process Control and Instrumentation En- gineering from Annamalai University in 2008, and currently she is pursuing her Ph.D. in National In- stitute of Technology, Trichy. Her research interests include fractional order controller, controller de- sign for chemical and biomedical systems. E-mail:vinopraba@gmail.com.N. SIVAKUMARAN received the B.E degree in Electronics and Instrumentation Engineering from Bharathidasan University, Trichy, in 1999, M.E. degree in Process Control and Instrumentation Engineering from Annamalai University in 2002 and Ph.D. from National Institute of Technology, Trichy, in 2007. His research interests include sys- tem identification, intelligent systems, controller design for chemical and biomedical systems. Heis the recipient of the AICTE-National Doctoral Fellowship for the year 2004-2006. He has research grant from DST, MHRD, CDAC, Government of India. He has teaching experience of 8 years. E-mail: nsk@nitt.edu.S. NARAYANAN received the B.E. degree in Elec- tronics and Instrumentation Engineering from An- namalai University, Chidambaram, and M.E. de- gree in Instrumentation Engineering from MIT, Anna University, Chennai. He completed his Ph.D. from MIT, Anna University, Chennai. He is cur- rently working as Assistant Professor in the De- partment of Instrumentation and Control Engineer- ing, National Institute of Technology, Trichy. Hisresearch interests include PID control design and control engineering. E- mail: narayanan @ nitt.edu.T. K. RADHAKRISHNAN received his B.E. de- gree in Chemical Engineering from Annamalai University and M.Tech. degree from Indian Insti- tute of Technology, Chennai, India. After his grad- uate program he joined Indian Institute of Chemi- cad Technology, Hyderabad in the Simulation, Op- timization and Control Group. He later moved to Regional Engineering College, Tiruchirappalli and received Ph.D. He is currently working in NationalInstitute of Technology, Tiruchirappalli as Professor and Head of Chemi- cal Engineering Department. His interests include process control, process modeling and soft computing. E-mail: radha@nitt.edu.
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  • 1J. Cervera, A. Banos, C. A. Monje, et al. Tuning of fractional PID using QFF. Proceedings of 32nd IEEE Conference on Industrial Electronics, Paris: IEEE, 2006:5402 - 5407.
  • 2Y. Chen, T. Bhaskaran, D. Xue. Practical tuning rule development for fractional order proportional and derivative controllers. Journal of Computational and Nonlinear Dynamics, 2008:021403.1 - 021403.8.
  • 3H. Li, Y. Chen. A Fractional order proportional and derivative (FOPD) controller tuning algorithm. Proceedings of 47th IEEE Conference on Control and Decision, Mexico: IEEE, 2008:4059 -4063.
  • 4G. Malone, P. Lino. New tuning rules for fractional PI^α controllers. Nonlinear Dynamics, 2007, 49(1/2): 251 - 257.
  • 5C. A. Monje, B. M. Vinagre, V. Feliu, et al. Tuning and anto tuning of fractional order controllers for industry applications. Control Engineering Practice, 2008, 16(7): 798 - 812.
  • 6D. Valerio, J. S. Da Costa. Tuning of fractional PID controllers with Ziegler-Nichols-type rules. Signal Processing, 2006, 86(10): 2771 - 2784.
  • 7C. Yi, J. Liang, C. Gang. Optimization of fractional order PID controllers based on genetic algorithms. Proceedings of 4th 1EEE Conference on Machine Learning and Cybernetics, Guangzhou: IEEE, 2005:5686 - 5689.
  • 8C. Yi, C. Gang. Design of fractional order controllers based on particle swarm optimization. Proceedings of lst IEEE Conference on Industrial Electronics and Applications, Singapore: IEEE, 2006:5402 - 5407.
  • 9D. Xue, Y. Chen. A comparative introduction of four fractional order controllers. Proceedings of 4th Worm Congress on Intelligent Control and Automation, Shanghai, 2002: 3228- 3235.
  • 10I. Podlubny, L. Dorcak, I. Kostial. On fractional derivatives, fractional-order dynamic systems and PI^λD^μ controllers. Proceedings of the 36th 1EEE Conference on Decision and Control Conference, California: IEEE, 1997:4985 -4990.

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