Modeling and optimization of ocean-going unloading problem with stochastic arrival time

Shengkai Jin, Shiji Song, Yuli Zhang, Cheng Wu
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Abstract

One of the important issues which steel enterprises focus on is to reduce the cost occurred in unloading process of ocean-going ship, based on the overseas procurement background of a famous steel enterprise, the unloading problem with random arrival times is investigated in this paper, the cost construction of unloading problem is analyzed and its mathematical models for deterministic and stochastic arrival time are established, respectively. Moreover, Lagrangian relaxation algorithm and genetic algorithm combined with sub-gradient is designed to solve this problem. Finally, some examples are simulated and illustrated to validate the effectiveness and accuracy of the proposed algorithm.
具有随机到达时间的远洋卸载问题建模与优化
降低远洋船舶卸船过程中的成本是钢铁企业关注的重要问题之一,本文以某知名钢铁企业的海外采购为背景,研究了具有随机到达时间的卸船问题,分析了卸船问题的成本构建,分别建立了确定性和随机到达时间下卸船问题的数学模型。设计了拉格朗日松弛算法和结合子梯度的遗传算法来解决这一问题。最后通过算例仿真验证了所提算法的有效性和准确性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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