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A Liner Shipping Speed Optimization Model to Reduce Bunker Cost and Pollutants Emitted

机译:降低燃油成本和排放污染物的班轮运输速度优化模型

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摘要

Environmental impact has become one of the most relevant issues in liner shipping during theudrecent years. Maritime shipping is responsible for the 2.7 per cent of the world CO2 emissions,udof which 25 per cent is attributable to container ships. This business also produces a significantudquantity of sulphur, a very dangerous substance for human health, especially if it is emitted inudareas next to the coast. At the same time, bunker cost represents the biggest portion of theudoperational cost of a shipping company. Slow steaming is a cheap and effective strategy from bothudsave pollutants emissions and bunker cost. Moreover, it can be immediately put into practice. Thisudreport introduces a Mixed Integer Programming Model to solve the Liner Shipping Routing andudSpeed Optimization Problem (LSRSOP). The final goal is to find the best route and to optimizeudthe the sailing speed of the vessel considering the Emission Control Areas and maximum transitudtimes between ports. Two Heuristic Methods -the 2-Steps Method and the Simulated Annealingareudproposed to solve big instances that would require too much running time to be solved untiludoptimality. Both of them use a Hill-Climbing Algorithm that generates a slight different route fromuda given one. A Bi-Objective Function Model has been designed for instances whose the optimaludsolution can be found in reasonable time. It considers the operative cost of the vessel and theudexternal cost of emissions. The results show efficient solutions that are the "golden line" betweenudthe most convenient solution for the company and the most sustainable solution.
机译:在最近的几年中,环境影响已成为班轮运输中最相关的问题之一。海上运输占世界二氧化碳排放量的2.7%,其中25%来自集装箱船。该业务还会产生大量的硫,这是一种对人类健康非常危险的物质,尤其是如果其在沿海附近的英国排放。同时,燃油费用占货运公司非运营成本的最大部分。慢速蒸煮是既省钱又省油的又便宜又有效的策略。而且,它可以立即付诸实践。此 udreport引入了混合整数编程模型,以解决班轮运输路线和 udSpeed优化问题(LSRSOP)。最终目标是在考虑排放控制区和港口之间的最大过境时间的情况下,找到最佳路线并优化/提高船舶的航行速度。提议采​​用两种启发式方法(两步法和模拟退火)来解决大型实例,这需要大量的运行时间才能解决,直到达到最优为止。他们两个都使用“爬山算法”,该算法与给定的 uda生成的路线略有不同。针对可以在合理时间内找到最优解的实例设计了双目标函数模型。它考虑了船舶的运营成本和排放的外部成本。结果表明,有效的解决方案是公司最方便的解决方案与最可持续的解决方案之间的“黄金线”。

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    Rossi Pier Cesare;

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  • 年度 2017
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