SOLVING NONLINEAR QUADRATIC OPTIONAL CONTROL PROBLEM BY HYBRID FUNCTION

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Mousavi Hashemi Seyed Hamid; MANSOORI AMIN

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Seminar Paper

Paper Information

Seminar: IRANIAN CONFERENCE ON APPLIED MATHEMATICS
Year:2013 | Issue:5

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Title

SOLVING NONLINEAR QUADRATIC OPTIONAL CONTROL PROBLEM BY HYBRID FUNCTION

Author(s)

Mousavi Hashemi Seyed Hamid | MANSOORI AMIN | Issue Writer Certificate

Keywords

CHEBYSHEV POLYNOMIAL

BLOCK-PULSE FUNCTIONS

QUADRATIC OPTIMAL CONTROL PROBLEMS

Abstract

IN THIS PAPER WE GIVE A NEW REPRESENTATION OF NONLINEAR QUADRATIC OPTIMAL CONTROLS IN ORDER TO FIND THE APPROXIMATE FOR THESE KIND OF PROBLEM. IN FACT WE GIVE SOME INTERESTING REFORMULATIONS OF THE NONLINEAR QUADRATIC OPTIMAL CONTROL. FIRST DEFINE HYBRID FUNCTIONS INVESTIGATE THE RELATION BETWEEN GENERAL BLOCK-PULSE AND THE SECOND CEBYSHEV POLYNOMIALS. THEN CALCULATE THE PAIR OF TRAJECTORY AND CONTROL, BY USING THE BLOCK-PULSE AND THE SECOND CEBYSHEV POLYNOMIAL. ILLUSTRATIVE EXAMPLES ARE INCLUDED TO DEMONSTRATE THE VALIDITY AND APPLICABILITY OF THE TECHNIQUE.

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APA: Copy

Mousavi Hashemi, Seyed Hamid, & MANSOORI, AMIN. (2013). SOLVING NONLINEAR QUADRATIC OPTIONAL CONTROL PROBLEM BY HYBRID FUNCTION. IRANIAN CONFERENCE ON APPLIED MATHEMATICS. SID. https://sid.ir/paper/939302/en

Vancouver: Copy

Mousavi Hashemi Seyed Hamid, MANSOORI AMIN. SOLVING NONLINEAR QUADRATIC OPTIONAL CONTROL PROBLEM BY HYBRID FUNCTION. 2013. Available from: https://sid.ir/paper/939302/en

IEEE: Copy

Seyed Hamid Mousavi Hashemi, and AMIN MANSOORI, “SOLVING NONLINEAR QUADRATIC OPTIONAL CONTROL PROBLEM BY HYBRID FUNCTION,” presented at the IRANIAN CONFERENCE ON APPLIED MATHEMATICS. 2013, [Online]. Available: https://sid.ir/paper/939302/en

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