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Optimal control of fractional-order singular system via Block pulse functions

Year: 1391
COI: ICEE20_539
Language: EnglishView: 1,252
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Leila Ashayeri - Amirkabir University of Technology
Masoud Shafiee
Mohammad Bagher Menhaj


A method for finding the optimal control of linear fractional-order singular systems with a quadratic cost functional using Block pulse functions is discussed. By usingthe operational properties of orthogonal functions, computationally attractive algorithms are developed for calculating optimal control law and state variable ofdynamical system. A numerical example is included to demonstrate the validity and the applicability of the technique.


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Ashayeri, Leila and Shafiee, Masoud and Menhaj, Mohammad Bagher,1391,Optimal control of fractional-order singular system via Block pulse functions,20th Iranian Conference on Electric Engineering,Tehran,

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  • S. L. Campbell, "Singular systems of differentit equations", Pitman, London, ...
  • S. L. Campbell, C. D. Meyer, N. J. Rose, "Application ...
  • K. Balachandran, K. Murugesan, "Optimal control of singular Systems via ...
  • M. Shafiee, M. Razzaghi, "Optimal control of singular systems via ...
  • M. Razzaghi, H. R. Marzban, "Optimal control of singular systems ...
  • _ _ _ Trans. Circuit and Systems I, vol. 47, ...
  • M. Zamani, M. Karimi -Ghartemani, N. Sadati, :FOPID controller design ...
  • O. P. Agrawal, "A general formulation and solution scheme for ...
  • O. P. Agrawal, "A quadratic numerical scheme for fractionat optimal ...
  • O. P. Agrawal, :Fractional optimal of a distributed system using ...
  • C. Tricaud, Y. Q. Chen, "Solving fractional order optimal control ...
  • Differentiation and its Applications, November 2008. ...
  • C. Tricaud, Y. Q. Chen, "Solution of fractional order optimal ...
  • I. NDove, M. Zasadzinski, M Darouch, N. E. Dadhy, "Stabilization ...
  • Palace Hotel, Morocco, June 2010. ...
  • J. Wei, _ constant variation formulae for singular fractional differential ...
  • 5] _ _ _ _ Franklin Institue, pp. 91-102, 1983. ...
  • G. C. Verghese, B. Levy, T. Kailath, "A generalized state-space ...

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