2024 : 11 : 21
Jamal Arkat

Jamal Arkat

Academic rank: Professor
ORCID:
Education: PhD.
ScopusId: 55912953100
HIndex:
Faculty: Faculty of Engineering
Address: Department of Industrial Engineering, University of Kurdistan, Sanandaj, Iran
Phone: 08733660073

Research

Title
Energy-Conscious Common Operation Scheduling in an Identical Parallel Machine Environment
Type
JournalPaper
Keywords
Bi-objective Mixed Integer Linear Programming, Identical Parallel Machine Scheduling, Common Operation, Total Energy Consumption, Total Completion Time
Year
2024
Journal International Journal of Engineering
DOI
Researchers Heshmatollah Ataei ، Fardin Ahmadizar ، Jamal Arkat

Abstract

The relentless growth of global energy consumption poses a multitude of complex challenges, including the depletion of finite energy resources and the exacerbation of greenhouse gas emissions, which contribute to climate change. In the face of these pressing environmental concerns, the manufacturing sector, a significant energy consumer, is under immense pressure to adopt sustainable practices. The critical intersection of energy consumption management and production operation scheduling emerges as a pivotal domain for addressing these challenges. The scheduling of common operations, exemplified by the cutting stock problem in industries like furniture and apparel, represents a prevalent challenge in production environments. For the first time, this paper pioneers an investigation into an identical parallel machine scheduling problem, taking into account common operations to minimize total energy consumption and total completion time concurrently. For this purpose, two bi-objective mixed integer linear programming models are presented, and an augmented ε – constraint method is used to obtain the Pareto optimal front for small-scale instances. Considering the NP-hardness of this problem, a non-dominated sorting genetic algorithm (NSGA-II) and a hybrid non-dominated sorting genetic algorithm with particle swarm optimization (HNSGAII-PSO) are developed to solve medium- and large-scale instances to achieve good approximate Pareto fronts. The performance of the proposed algorithms is assessed by conducting computational experiments on test problems. The results demonstrate that the proposed HNSGAII-PSO performs better than the suggested NSGA-II in solving the test problems.