A heuristic approach to optimize the production scheduling of fruit-based beverages
Alyne Toscano; Deisemara Ferreira; Reinaldo Morabito; Murilo Trassi
Abstract
Keywords
Referências
Almeder C., Klabjan D., Traxler R., Almada-Lobo B. Lead time considerations for the multi-level capacitated lot-sizing problem. European Journal of Operational Research. 2015;241(3):727-38.
Baldo T. A., Santos M. O., Almada-Lobo B., Morabito R. An optimization approach for the lot sizing and scheduling problem in the brewery industry. Computers & Industrial Engineering. 2014;72:58-71.
Camargo V. C. B., Toledo F. M. B., Almada-Lobo B. Three time-based scale formulations for the two-stage lot sizing and scheduling in process industries. The Journal of the Operational Research Society. 2012;63(11):1613-30.
Christou I., Lagodimos A., Lycopoulou D. Hierarchical production planning for multi-product lines in the beverage industry. Production Planning and Control. 2007;18(5):367-76.
Copil K., Wörbelauer M., Meyr H., Tempelmeier H. Simultaneous lotsizing and scheduling problems: a classification and review of models. OR-Spektrum. 2017;39(1):1-64.
Drexl A., Kimms A. Lot sizing and scheduling: survey and extensions. European Journal of Operational Research. 1997;99(2):221-35.
Market research on fruit and vegetable juice. 2015.
Ferreira D., Clark A. R., Almada-Lobo B., Morabito R. Single-stage formulations for synchronised two-stage lot sizing and scheduling in soft drink production. International Journal of Production Economics. 2012;136(2):255-65.
Ferreira D., Morabito R., Rangel S. Solution approaches for the soft drink integrated production lot sizing and scheduling problem. European Journal of Operational Research. 2009;196(2):697-706.
Ferreira D., Morabito R., Rangel S. Relax and fix heuristics to solve one-stage one-machine lot-scheduling models for small-scale soft drink plants. Computers and Operation Research, Elsevier. 2010;37(4):684-91.
Fleischmann B., Meyr H. The general lotsizing and scheduling problem. OR-Spektrum. 1997;19(1):11-21.
Furlan M., Almada-Lobo B., Santos M., Morabito R. Unequal individual genetic algorithm with intelligent diversification for the lot-scheduling problem in integrated mills using multiple-paper machines. Computers & Operations Research. 2015;59:33-50.
Guimarães L., Klabjan D., Almada-Lobo B. Annual production budget in the beverage industry. Engineering Applications of Artificial Intelligence. 2012;25(2):229-41.
Gunther H. The block planning approach: a case study application from the beverage industry. 2008:359-63.
Jans R., Degraeve Z. Modeling industrial lot sizing problems: a review. International Journal of Production Research. 2008;46(6):1619-43.
Mateus G. R., Ravetti M. G., Souza M. C., Valeriano T. M. Capacitated lot sizing and sequence dependent setup scheduling: an iterative approach for integration. Journal of Scheduling. 2010;13(3):245-59.
Menezes G. C., Mateus G. R., Ravetti M. G. A hierarchical approach to solve a production planning and scheduling problem in bulk cargo terminal. Computers & Industrial Engineering. 2016;97:1-14.
Pagliarussi M. S., Morabito R., Santos M. O. Optimizing the production scheduling of fruit juice beverages using mixed integer programming models. Gestão & Produção. 2017;24(1):64-77.
Ramezanian R., Fallah Sanami S., Shafiei Nikabadi M. A simultaneous planning of production and scheduling operations in flexible flow shops: case study of tile industry. International Journal of Advanced Manufacturing Technology. 2017;88(9-12):2389-403.
Santos M. O., Almada-Lobo B. Integrated pulp and paper mill planning and scheduling. Computers & Industrial Engineering. 2012;63(1):1-12.
Sel C., Bilgen B. Hybrid simulation and mip based heuristic algorithm for the production and distribution planning in the soft drink industry. Journal of Manufacturing Systems. 2014;33(3):385-99.
Stefansdottir B., Grunow M., Akkerman R. Classifying and modeling setups and cleanings in lot sizing and scheduling. European Journal of Operational Research. 2017;261(3):849-65.
Tempelmeier H., Copil K. Capacitated lot sizing with parallel machines, sequence-dependent setups, and a common setup operator. OR-Spektrum. 2016;38(4):819-47.
Toledo C. F. M., Kimms A., França P. M., Morabito R. The synchronized and integrated two-level lot sizing and scheduling problem: evaluating the generalized mathematical model. Mathematical Problems in Engineering. 2015;2015:1-18.
Toscano A., Ferreira D., Morabito R. A decomposition heuristic to solve the two-stage lot sizing and scheduling problem with temporal cleaning. Flexible Services and Manufacturing Journal. 2019;31(1):142-73.
Toso E., Morabito R., Clark A. R. Lotsizing and sequencing optimisation at an animal-feed plant. Computers & Industrial Engineering. 2009;57(3):813-21.
Xiao J., Zhang C., Zheng L., Gupta J. N. D. MIP-based fix-and-optimise algorithms for the parallel machine capacitated lot-sizing and scheduling problem. International Journal of Production Research. 2013;51(16):5011-28.