增材制造中的计划与调度

Filip Dvorak, Maxwell Micali, Mathias Mathieug
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引用次数: 40

摘要

增材制造(AM)和3D打印技术的最新进展导致增材制造在工业中的使用显着增长,这使得以前难以制造的设计的物理实现成为可能。然而,在某些情况下,增材制造也可能涉及更高的生产成本和独特的过程物理复杂性,从而激发了解决新的优化挑战的需求。增材制造的优化涉及多个领域,包括机械工程、材料科学、运筹学和生产工程,在优化框架中必须考虑跨学科的相互作用。在本文中,我们研究了一组具有唯一配置和截止日期的零件必须由一组机器在最小化时间和满足截止日期的情况下打印的问题,将装箱、嵌套(二维装箱)、作业车间调度和约束满足结合在一起。我们首先描述解决这个问题的现实工业动机。随后,我们将问题封装在约束和图论中,创建了问题的形式化模型,将嵌套作为子问题进行讨论,并描述了搜索算法。最后,我们给出了数据集、实验方法和初步结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Planning and Scheduling in Additive Manufacturing
Recent advances in additive manufacturing (AM) and 3D printing technologies have led to significant growth in the use of additive manufacturing in industry, which allows for the physical realization of previously difficult to manufacture designs. However, in certain cases AM can also involve higher production costs and unique in-process physical complications, motivating the need to solve new optimization challenges. Optimization for additive manufacturing is relevant for and involves multiple fields including mechanical engineering, materials science, operations research, and production engineering, and interdisciplinary interactions must be accounted for in the optimization framework. In this paper we investigate a problem in which a set of parts with unique configurations and deadlines must be printed by a set of machines while minimizing time and satisfying deadlines, bringing together bin packing, nesting (two-dimensional bin packing), job shop scheduling, and constraints satisfaction. We first describe the real-world industrial motivation for solving the problem. Subsequently, we encapsulate the problem within constraints and graph theory, create a formal model of the problem, discuss nesting as a subproblem, and describe the search algorithm. Finally, we present the datasets, the experimental approach, and the preliminary results.
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