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Optimal decentralized control of large scale systems
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作者 xiao qi shi Daniel E. DAVISON +1 位作者 Raymond KWONG Edward J. DAVISON 《Control Theory and Technology》 EI CSCD 2016年第4期287-313,共27页
This paper presents a new optimized decentralized controller design method for solving the tracking and disturbance rejection problems for large-scale linear time-invariant systems, using only low-order decentralized ... This paper presents a new optimized decentralized controller design method for solving the tracking and disturbance rejection problems for large-scale linear time-invariant systems, using only low-order decentralized controllers. To illustrate the type of results which can be obtained using the new optimized decentralized control design method, the control of a large flexible space structure is studied and compared with the standard centralized LQR-observer controller. The order of the resultant decentralized controller is much smaller than that of the standard centralized LQR-observer controller. The proposed controller also has certain fail-safe properties and, in addition, it can be five orders of magnitude more robust than the standard LQR-observer controller based on their real stability radii. The new decentralized controller design method is applied to a large flexible space structure system with 5 inputs and 5 outputs and of order 24. 展开更多
关键词 Decentralized control multivariable control PID control ROBUSTNESS OPTIMIZATION large-scale systems flexiblestructures
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