LMI based design of constrained fuzzy predictive control
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Cited by (27)
Robust model predictive control of discrete nonlinear systems with time delays and disturbances via T–S fuzzy approach
2017, Journal of Process ControlCitation Excerpt :Furthermore, the proposed method is successfully applied to the famous continuous stirred tank reactor (CSTR) system subjected to time delay, and robust tracking of variant reference signals is achieved. There are extensive results on MPC of CSTR system [18,26–31], however, the time delay effect has not been investigated in most of aforementioned works. Although time delay is considered in [27], only LKF is employed that the synthesis is very complex and disturbance is absent. (
T–S fuzzy model predictive speed control of electrical vehicles
2016, ISA TransactionsCitation Excerpt :In the fuzzy model-based MPC approach, at each time step, a feedback controller is derived such that the stability of the closed-loop system is achieved and an upper bound of infinite horizon cost function is minimized [19,20]. This approach is well-established for discrete time systems [21]. In [22], a dynamic output feedback MPC controller for discrete TS fuzzy systems in the presence of bounded disturbance is proposed.
H<inf>∞</inf> fuzzy adaptive tracking control design for nonlinear systems with output delays
2014, Fuzzy Sets and SystemsQuasi-min-max fuzzy model predictive control of direct methanol fuel cells
2014, Fuzzy Sets and SystemsCitation Excerpt :We consider representing the nonlinear system using a fuzzy model, which can approximate a nonlinear plant to any degree of precision [9]. There are peer works considering fuzzy model predictive control (FMPC), such as [14,17,18] and [24]. Most papers studying FMPC adopted the min-max approach, which was first introduced in [19] for linear parameter varying (LPV) systems.
T-S model-based nonlinear moving-horizon H <inf>∞</inf> control and applications
2013, Fuzzy Sets and SystemsInfinite horizon fuzzy optimal control: optimality does not imply asymptotic stability
2023, International Journal of Electrical and Computer Engineering