期刊
EUROPEAN JOURNAL OF OPERATIONAL RESEARCH
卷 301, 期 1, 页码 235-253出版社
ELSEVIER
DOI: 10.1016/j.ejor.2021.10.020
关键词
Scheduling; Additive manufacturing; 3D printing; Production planning; Multi -objective optimization
This paper addresses the production planning problem in multi-machine additive manufacturing (AM) systems by proposing a unified model that minimizes cost and makespan objectives while considering part and job assignments. Experimental results demonstrate that when identical machines are used, the trade-off between objectives is relatively small; however, when non-identical machines are used, considering both objectives simultaneously becomes important.
Additive manufacturing (AM) suggests promising manufacturing technologies, which complement tradi-tional manufacturing in multiple areas, such as biomedical, aerospace, defense, and automotive industries. This paper addresses the production planning problem in multi-machine AM systems. We consider all relevant physical and technological parameters of the machines and the produced parts, for using direct metal laser sintering (DML S) technology. In DML S technology, each machine produces jobs, where each job consists of several parts arranged horizontally on the build tray. Starting a new job requires a setup operation. We address the simultaneous assignment of parts to jobs and jobs to the machines, while considering the cost and makespan objectives. A unified mixed-integer linear-programming (MILP) for-mulation that can minimize the above objectives separately and simultaneously is suggested, along with analytical bounds and valid inequalities. Experimentation demonstrates the effectiveness of the proposed formulation with single objectives versus similar formulations from the literature. An efficient frontier ap-proach is applied to the multi-objective problem while generating a diverse set of exact non-dominated solutions. The trade-off between the objectives is analyzed via experimentation. Results show that when identical machines are used, the trade-off is relatively small, and hence the decision-maker can use any of the single objectives. However, when non-identical machines are used, it is important to consider both objectives simultaneously. Moreover, the trade-off increases with the number of machines and hetero-geneity of the system, with respect to the size and settings of the machines.(c) 2021 Elsevier B.V. All rights reserved.
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