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Multi-Objective Optimization of Service Selection and Scheduling in Cloud Manufacturing Considering Environmental Sustainability

机译:考虑环境可持续性的云制造业服务选择和调度多目标优化

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摘要

Cloud manufacturing is an emerging service-oriented paradigm that works by taking advantage of distributed manufacturing resources and capabilities to collaboratively perform a manufacturing task, with the consideration of QoS (Quality of Service) requirements such as cost, time and quality. Incorporating environmental concerns and sustainability into cloud manufacturing to produce a much greener product has become an urgent issue since there is fierce market competition and an increasing environment consciousness from customers. In this paper, we present a multi-objective optimization approach to selecting and scheduling cloud manufacturing services from the viewpoints of the economy and environment including carbon emissions and water resource. Subject to the carbon cap regulation, a multi-objective model for a cloud manufacturing task is built with the aim of minimizing total costs, carbon emissions, and water resource use. Transportation mode selections and carbon emissions from both cloud manufacturing services and transportation activities are taken into account in this model. The ε-constraint method is employed to obtain the exact Pareto front of optimal solutions. A case study from automobile cloud manufacturing is used to illustrate the effectiveness of the presented approach. Numerical experiments are conducted to compare the presented approach and the simple additive weighting method. The results show that the presented ε-constraint method can obtain a better and more diverse Pareto set of solutions and that it can solve the models in a reasonable time.
机译:云制造是一种新兴的服务导向范式,可利用分布式制造资源和能力,以考虑QoS(服务质量)要求,例如成本,时间和质量。将环境问题和可持续性纳入云制造业以生产更加绿色的产品已成为一种紧急问题,因为市场竞争激烈和客户的环境意识增加。在本文中,我们提出了一种从经济和环境的观点选择和调度云制造服务的多目标优化方法。根据碳帽调节,建立了云制造任务的多目标模型,其目的是最大限度地减少总成本,碳排放和水资源使用。在该模型中考虑了云制造服务和运输活动的运输模式选择和碳排放。采用ε-约束方法来获得最佳解决方案的精确帕累托前面。汽车云制造的案例研究用于说明所提出的方法的有效性。进行数值实验以比较所提出的方法和简单的添加剂加权方法。结果表明,所呈现的ε-约束方法可以获得更好,更多样化的帕累托解决方案,并且它可以在合理的时间内解决模型。

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