2014
DOI: 10.1016/j.automatica.2014.10.128
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Model predictive control: Recent developments and future promise

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Cited by 1,683 publications
(967 citation statements)
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References 126 publications
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“…Remark 4: Note that the proposed approach based on the combination of a robust MPC with ISM has a general validity, in the sense that it could be used not only with the constraint tightening method here adopted, but also with any other robust MPC based approach [36], [37]. Yet, the combined use of MPC with ISM provides an advantage over the use of a robust MPC standalone.…”
Section: Definition 1 (Fhocp)mentioning
confidence: 99%
“…Remark 4: Note that the proposed approach based on the combination of a robust MPC with ISM has a general validity, in the sense that it could be used not only with the constraint tightening method here adopted, but also with any other robust MPC based approach [36], [37]. Yet, the combined use of MPC with ISM provides an advantage over the use of a robust MPC standalone.…”
Section: Definition 1 (Fhocp)mentioning
confidence: 99%
“…Because of the improvements in algorithm efficiency, model predictive control can now be implemented on embedded hardware such as MCUs [7], [8], programmable logic controllers (PLC) [9]- [11], or field programmable gate arrays (FPGA) [4], [12], [13], etc. Efficiency improvements in nominal or deterministic MPC can be divided into two main categories [14]. To the first belong online MPC algorithms that attempt to minimize the real-time computational requirements by a context-oriented reformulation of the optimization problem, or by the use of advanced, often hardware-targeted optimization solvers [15]- [17]; sometimes referred to as implicit MPC.…”
Section: Introductionmentioning
confidence: 99%
“…Recent research in the Model Predictive Control (MPC) field has paid attention to the presence of unavoidable modeling uncertainties or external disturbances affecting the plants, so as to motivate the introduction of robust control strategies [Maciejowski, 2002;Rawlings and Mayne, 2009;Magni et al, 2009;Mayne, 2014]. Two main approaches have been followed: the first one, called openloop nominal approach, introduces tightened constraints in order to guarantee robust constraint satisfaction and recursive feasibility [Limon Marruedo et al, 2002;Lazar and Heemels, 2009;Pin et al, 2009], while the second one is based on the solution of a closed-loop min-max optimization problem that explicitly takes into account model uncertainty [Scokaert and Mayne, 1998;Fontes and Magni, 2003;Bemporad et al, 2003;Magni et al, 2003;Limon Marruedo et al, 2006].…”
Section: Introductionmentioning
confidence: 99%