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首页> 外文期刊>Computers & Chemical Engineering >A novel MILP approach for simultaneous optimization of water and energy: Application to a Canadian softwood Kraft pulping mill
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A novel MILP approach for simultaneous optimization of water and energy: Application to a Canadian softwood Kraft pulping mill

机译:一种同时优化水和能源的新型MILP方法:在加拿大针叶牛皮纸制浆厂中的应用

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摘要

An optimization methodology based on Mixed Integer Linear Programming (MILP) has been developed for simultaneous optimization of water and energy (SOWE) in industrial processes. The superstructure integrates non-water process thermal streams and optimizes the consumption of water, while maximizing internal heat recovery to reduce thermal utility consumption. To address the complexity of water and energy stream distribution in pulp and paper processes, three features have been incorporated in the proposed SOWE method: (a) Non-Isothermal Mixing (NIM) has been considered through different locations to reduce the number of thermal streams and decrease the investment cost by avoiding unnecessary investment on heat exchangers; (b) the concept of restricted matches combined with water tanks has been added to the superstructure; and (c) the Integer-Cut Constraint technique has been combined with the MILP model to systematically generate a set of optimal solutions to support the decision-making for cost-effective configurations. The performance of the proposed improved MILP approach has been evaluated using several examples from the literature and applied to a Canadian softwood Kraft pulping mill as an industrial case study. The results indicate that this approach provides enhanced key performance indicators as compared to conceptual and non-linear complex mathematical optimization approaches.
机译:已经开发了一种基于混合整数线性规划(MILP)的优化方法,用于同时优化工业过程中的水和能源(SOWE)。上层建筑整合了非水过程的热流并优化了水的消耗,同时最大限度地提高了内部热量的回收率,从而减少了热能的消耗。为了解决制浆和造纸过程中水和能量流分配的复杂性,建议的SOWE方法已纳入三个功能:(a)已考虑通过不同位置进行非等温混合(NIM)以减少热流数量通过避免对热交换器的不必要投资来降低投资成本; (b)上层建筑增加了限制火柴与水箱结合的概念; (c)Integer-Cut Constraint技术与MILP模型相结合,系统地生成了一组最佳解决方案,以支持针对具有成本效益的配置进行决策。已使用文献中的几个示例对提出的改进的MILP方法的性能进行了评估,并将其作为工业案例研究应用于加拿大软木牛皮纸制浆厂。结果表明,与概念性和非线性复杂数学优化方法相比,该方法提供了增强的关键绩效指标。

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