LINEAR QUADRATIC CONTROL FOR 2-D SYSTEMS

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KARIM AGHAII P.; SHAFIEE M.

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Paper Information

Journal: Daneshvar Medicine: Basic and Clinical Research Journal Year:2003 | Volume:10 | Issue:43 Page(s): 67-74

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Information Journal Paper

Title

LINEAR QUADRATIC CONTROL FOR 2-D SYSTEMS

Author(s)

KARIM AGHAII P. | SHAFIEE M.

Keywords

OPTIMAL PRINCIPALQ4

REGULATORQ4

TRACKINGQ4

RICCATTIQ4

LARGE SCALEQ4

SYSTEMQ4

ONE DIMERTION SYSTEMQ4

Abstract

In this paper Linear Quadratic Control (LQR) for 2-D SYSTEMs is considered .By transferring a 2-D SYSTEM to 1-D Wave Advanced Model (WAM) the theory available for 1-D LQR problem will be extended to 2-D SYSTEMs. Then the final results will be held in the initial 2-D SYSTEM's format. In this case some numerical difficulties will be discussed. As a secondary matter, results will be used for LARGE SCALE 1-D SYSTEMs as well.

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APA: Copy

KARIM AGHAII, P., & SHAFIEE, M.. (2003). LINEAR QUADRATIC CONTROL FOR 2-D SYSTEMS. DANESHVAR MEDICINE, 10(43), 67-74. SID. https://sid.ir/paper/31021/en

Vancouver: Copy

KARIM AGHAII P., SHAFIEE M.. LINEAR QUADRATIC CONTROL FOR 2-D SYSTEMS. DANESHVAR MEDICINE[Internet]. 2003;10(43):67-74. Available from: https://sid.ir/paper/31021/en

IEEE: Copy

P. KARIM AGHAII, and M. SHAFIEE, “LINEAR QUADRATIC CONTROL FOR 2-D SYSTEMS,” DANESHVAR MEDICINE, vol. 10, no. 43, pp. 67–74, 2003, [Online]. Available: https://sid.ir/paper/31021/en

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