Optimal control of fractional-order singular system via Block pulse functions
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 using the operational properties of orthogonal functions, computationally attractive algorithms are developed for calculating optimal con...
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Published in | 20th Iranian Conference on Electrical Engineering (ICEE2012) pp. 994 - 999 |
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Main Authors | , , |
Format | Conference Proceeding |
Language | English |
Published |
IEEE
01.05.2012
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Abstract | 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 using the operational properties of orthogonal functions, computationally attractive algorithms are developed for calculating optimal control law and state variable of dynamical system. A numerical example is included to demonstrate the validity and the applicability of the technique. |
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AbstractList | 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 using the operational properties of orthogonal functions, computationally attractive algorithms are developed for calculating optimal control law and state variable of dynamical system. A numerical example is included to demonstrate the validity and the applicability of the technique. |
Author | Menhaj, M. B. Shafiee, M. Ashayeri, L. |
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Snippet | A method for finding the optimal control of linear fractional-order singular systems with a quadratic cost functional using Block pulse functions is discussed.... |
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SubjectTerms | Block pulse functions Computational modeling Fractional systems Frequency modulation Integrated optics Optical computing Optimal control Singular systems |
Title | Optimal control of fractional-order singular system via Block pulse functions |
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