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Optimal design of exchange networks with blind inputs and its application to Eco-industrial parks

机译:盲人投入的交换网络优化设计及其在生态工业园区的应用

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摘要

Motivated by the design and optimization of the water exchange networks in Eco-industrial Parks (EIP), we investigate the abstract Blind-Input model for general exchange networks. This abstract model is based on a Game Theory approach, formulating it as a Single-Leader-Multi-Follower (SLMF) game: at the upper level, there is an authority (leader) that aims to minimize the consumption of natural resources, while, at the lower level, agents (followers) try to minimize their operating costs. We introduce the notion of Blind-Input contract, which is an economic contract between the authority and the agents in order to ensure the participation of the latter ones in the exchange networks. More precisely, when participating in the exchange network, each agent accepts to have a blind input in the sense that she controls only her output fluxes, and the authority commits to guarantee a minimal relative improvement in comparison with the agent's stand-alone operation. The SLMF game is equivalently transformed into a single mixed-integer optimization problem. Thanks to this reformulation, examples of EIP of realistic size are then studied numerically.
机译:通过生态工业园区(EIP)的水交换网络的设计和优化,我们研究了一般交换网络的抽象盲反应模型。这个抽象模型是基于游戏理论方法,将其制定为单个领导者 - 多追随者(SLMF)游戏:在上层,有一个旨在最大限度地减少自然资源的消费的权威(领导者) ,在较低级别,代理商(追随者)尽量减少其运营成本。我们介绍了盲目合同的概念,这是当局与代理商之间的经济合同,以确保后者人参加交换网络。更确切地说,在参与交换网络时,每个代理人都接受了盲目的输入,即她只控制她的输出通量,并且权限就与代理的独立操作相比,以保证最小的相对改善。 SLMF游戏等效地转换为单个混合整数优化问题。由于这种重新制定,然后在数值上研究了现实规模的EIP的示例。

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  • 来源
    《Computers & Chemical Engineering》 |2020年第5期|107053.1-107053.18|共18页
  • 作者单位

    Laboratoire PROMES UPR CNRS 8521 Universite de Perpignan Via Domitia Perpignan 66100 France Laboratoire de Genie Chimique UMR 5503 CNRS/INP/UPS Universite de Toulouse Toulouse 31432 France Institute de Ciencias de la Ingenieria Universidad de O'Higgins Libertador Bernardo O'Higgins 611 Rancagua Chile;

    Laboratoire PROMES UPR CNRS 8521 Universite de Perpignan Via Domitia Perpignan 66100 France;

    Laboratoire PROMES UPR CNRS 8521 Universite de Perpignan Via Domitia Perpignan 66100 France;

    Laboratoire de Genie Chimique UMR 5503 CNRS/INP/UPS Universite de Toulouse Toulouse 31432 France;

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  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    Optimization; Eco Industrial Park; Game theory; Single-Leader-Multi-Follower;

    机译:优化;生态工业园;博弈论;单级领导者多款;

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