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A MULTI-POINT MULTI-OBJECTIVE TRANSPORTATION ROUTE-OPTIMIZATION MODEL OF HAZARDOUS CHEMICALS

机译:危险化学品的多点多目标运输路线优化模型

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The transportation of dangerous goods/hazardous chemicals is a hot issue in the area of industrial safety. This paper investigates route optimization for the transportation of Adipic acid based on the fuzzy compromise approach and the iterative algorithm, proposing a multi-point multi-objective decisionmaking model of road transportation routing with minimum transportation risk, minimum transportation cost and minimum sensitive population. The three objective functions are integrated with weights by path optimization and risk decision model. The optimal compromised solution is obtained using the extended label correcting method. The iterative algorithm is used to remove the road section with maximum risk and get the final optimized route. The final optimized route is obtained by multiple optimizations, which combines the dual advantages of extended label correcting method and the iterative algorithm. Compared with the optimized route obtained by only using one-off optimization, the proposed method can consider the weight of the multi-objective functions to better balance the relationship among different objectives and is better to meet the requirement of the government, the transporters and the general public. An example is used to demonstrate the model. Using the route optimization model proposed in this paper, it is feasible to acquire a good balance between the risks and benefits associated with hazardous chemical transportation.
机译:危险品/危险化学品的运输是工业安全领域的热门问题。本文基于模糊折衷方法和迭代算法,研究了己二酸的运输路线优化,提出了运输风险最小,运输成本最小,敏感人口最小的道路运输路线多点多目标决策模型。通过路径优化和风险决策模型将这三个目标函数与权重集成在一起。使用扩展标签校正方法可以获得最佳的折衷解决方案。迭代算法用于移除风险最大的路段并获得最终的优化路线。最终的优化路线是通过多次优化获得的,它结合了扩展标签校正方法和迭代算法的双重优势。与仅通过一次优化获得的优化路线相比,该方法可以考虑多目标函数的权重,以更好地平衡不同目标之间的关系,更好地满足政府,运输者和运输者的需求。公众。使用一个示例来演示该模型。使用本文提出的路线优化模型,在危险化学品运输相关的风险和收益之间取得良好的平衡是可行的。

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