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Multiple-choice knapsack-based heuristic algorithm for the two-stage two-dimensional cutting stock problem in the paper industry

机译:基于多项式背包的启发式算法解决造纸行业两阶段二维切纸问题

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摘要

This study examines a two-stage two-dimensional cutting stock problem encountered by a paper mill company. The problem includes various machine-related and operational constraints based on real-world situations. Paper products are manufactured using two major cutting processes. Each cutting machine has a specific minimum and maximum width for input and output rolls and is limited by the maximum number of rolls it can cut at the same time. A mathematical model is presented to formally address the problem and an efficient multiple-choice knapsack-based heuristic algorithm is proposed to solve the problem. To demonstrate the efficiency of the proposed heuristic algorithm, computational experiments are conducted on test data-set generated from real-world data provided by a large paper mill company in the Republic of Korea.
机译:这项研究考察了一家造纸公司遇到的两阶段二维切纸问题。该问题包括基于实际情况的各种与机器相关的操作约束。纸产品使用两种主要的切割工艺制造。每台切割机对于输入和输出辊都有特定的最小和最大宽度,并受其可以同时切割的最大辊数的限制。提出了一个数学模型来正式解决该问题,并提出了一种有效的基于选择背包的启发式算法来解决该问题。为了证明所提出的启发式算法的效率,对由大韩民国一家大型造纸厂公司提供的真实数据生成的测试数据集进行了计算实验。

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