Optimal production planning and scheduling in breweries

[Display omitted] •A planning and scheduling model for Breweries is presented.•An efficient MILP-based solution strategy for large-scale models.•A number of test cases illustrates the superiority of the proposed model.•Near-optimal production plans are generated, leading to significant economic bene...

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Veröffentlicht in:Food and bioproducts processing 2021-01, Vol.125, p.204-221
Hauptverfasser: Georgiadis, Georgios P., Elekidis, Apostolos P., Georgiadis, Michael C.
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creator Georgiadis, Georgios P.
Elekidis, Apostolos P.
Georgiadis, Michael C.
description [Display omitted] •A planning and scheduling model for Breweries is presented.•An efficient MILP-based solution strategy for large-scale models.•A number of test cases illustrates the superiority of the proposed model.•Near-optimal production plans are generated, leading to significant economic benefits of the brewing industry. This work considers the optimal production planning and scheduling problem in beer production facilities. The underlying optimization problem is characterized by significant complexity, including multiple production stages, several processing units, shared resources, tight design and operating constraints and intermediate and final products. Breweries are mainly differentiated to the rest of the beverage industries in terms of long lead times required for the fermentation/maturation process of beer. Therefore, synchronizing the production stages is an extremely challenging task, while the long time horizon leads to larger and more difficult optimization problems. In this work we present a new MILP model, using a mixed discrete-continuous time representation and the immediate precedence framework in order to minimize total production costs. A number of test cases are used to illustrate the superiority of the proposed model in terms of computational efficiency and solution quality compared with approaches developed in other research contributions. The proposed model provides consistently better solutions and improvements of up to 50% are reported. In order to address large-scale problem instances and satisfy the computation limitations imposed by the industry, a novel MILP-based solution strategy is developed, that consists of a constructive and an improvement step. As a result, near-optimal solutions for extremely large cases consisting of up to 30 fermentation tanks, 5 filling lines and 40 products are generated in less than two hours. Finally, the proposed method is successfully applied to a real-life case study provided by a Greek brewery and near-optimal schedules are generated in relatively short CPU times.
doi_str_mv 10.1016/j.fbp.2020.11.008
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This work considers the optimal production planning and scheduling problem in beer production facilities. The underlying optimization problem is characterized by significant complexity, including multiple production stages, several processing units, shared resources, tight design and operating constraints and intermediate and final products. Breweries are mainly differentiated to the rest of the beverage industries in terms of long lead times required for the fermentation/maturation process of beer. Therefore, synchronizing the production stages is an extremely challenging task, while the long time horizon leads to larger and more difficult optimization problems. In this work we present a new MILP model, using a mixed discrete-continuous time representation and the immediate precedence framework in order to minimize total production costs. A number of test cases are used to illustrate the superiority of the proposed model in terms of computational efficiency and solution quality compared with approaches developed in other research contributions. The proposed model provides consistently better solutions and improvements of up to 50% are reported. In order to address large-scale problem instances and satisfy the computation limitations imposed by the industry, a novel MILP-based solution strategy is developed, that consists of a constructive and an improvement step. As a result, near-optimal solutions for extremely large cases consisting of up to 30 fermentation tanks, 5 filling lines and 40 products are generated in less than two hours. 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subjects Beer
Beverage industry
Breweries
Brewery
Case studies
Computation
Computer applications
Decomposition
Extreme values
Fermentation
Industrial production
Industry
MILP
Operating costs
Optimization
Planning and scheduling
Production costs
Production planning
Production scheduling
Schedules
Scheduling algorithms
Synchronism
Tanks
title Optimal production planning and scheduling in breweries
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