2013
DOI: 10.1016/j.compchemeng.2012.06.012
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Integration of control theory and scheduling methods for supply chain management

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Cited by 91 publications
(54 citation statements)
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“…The latest development in the application of MPC to SCM is the distributed implementation. Subramanian, Rawlings, Maravelias, Flores-Cerrillo, and Megan (2013) proposed cooperative MPC scheme with closed-loop stability and used the method in a two-node supply chain as an example. A distributed MPC is presented by Ferramosca, Limona, Alvarado, and Camacho (2013) to track the changing non-zero setpoints and this strategy is applicable to any finite number of subsystems.…”
Section: Systems Science and Control Engineering: An Open Access Journalmentioning
confidence: 99%
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“…The latest development in the application of MPC to SCM is the distributed implementation. Subramanian, Rawlings, Maravelias, Flores-Cerrillo, and Megan (2013) proposed cooperative MPC scheme with closed-loop stability and used the method in a two-node supply chain as an example. A distributed MPC is presented by Ferramosca, Limona, Alvarado, and Camacho (2013) to track the changing non-zero setpoints and this strategy is applicable to any finite number of subsystems.…”
Section: Systems Science and Control Engineering: An Open Access Journalmentioning
confidence: 99%
“…A distributed MPC is presented by Ferramosca, Limona, Alvarado, and Camacho (2013) to track the changing non-zero setpoints and this strategy is applicable to any finite number of subsystems. The reader is referred to several proper review papers (Sarimveis, Patrinos, Tarantilis, & Kiranoudis, 2008;Subramanian et al, 2013) on the application of control engineering techniques to the SCM problems.…”
Section: Systems Science and Control Engineering: An Open Access Journalmentioning
confidence: 99%
“…In [183] the procedure for deriving and solving scheduling problems via multiparametric programming, using a state-space model representation [336] and a mp-MILP reformulation is presented. The models used for scheduling in [183] and [336] are based on a stochastic model approach as they do not consider information regarding the process at hand or its dynamics.…”
Section: Process Scheduling Strategy (Pss)mentioning
confidence: 99%
“…Shobrys and White [323] Interactions of planning scheduling and control and their impact to decision making in process industry operations Mahadevan et al [225] Robust control for the targeting of transition times in scheduling of polymerization operation Chatzidoukas et al [64] Impact of control structure on process operability, product quality optimization and time optimal grade transition Chatzidoukas et al [63] Integration of production scheduling and optimal grade transition profiles with a MIDO approach Nystrom et al [254] Production optimization through determination of transition trajectories, operating points and manufacturing sequence Flores-Tlacuahuac and Grossmann [120,121] Simulataneous cyclic scheduling and control via reformulating an MIDO problem into an MINLP Harjunkoski et al [153] Discussion on the problems arising from the integration of production scheduling and control and its implementation Biegler and Zavala [44] Real-time optimization and control for decision making via the formulation and e cient solution of NLP Subramanian et al [336] Distributed MPC and Cooperative MPC to integrate scheduling objectives with process operation constraints Subramanian et al [335] MI scheduling problem formulation based on state space models Zhuge and Ierapetritou [371] Continuous-time event-point formulation scheduling incorporating explicit constraints derived from mp-MPC to target complexity Kopanos and Pistikopoulos [183] Reactive scheduling of a state space representation based system using multi-parametric programming Baldea and Harjunkoski [19] A comprehensive systematic review of the integration of scheduling and control You and Grossmann [365] Supply chain optimization under uncertainty via multi-period MINLP…”
Section: Introductionmentioning
confidence: 99%
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