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Simultaneous water and energy integration with isothermal and non-isothermal mixing - A P-graph approach

机译:具有等温和非等温混合的同时水和能量集成 - 一种P形图

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Heat-integrated water network (HIWN) is an active area of research in the past decade. It focuses on simultaneous saving of energy and water, which are both important resources to enhance sustainability for the process plants. This problem has been previously approached using insight-based pinch analysis and mathematical programming techniques. In this work, an alternative optimization tool, process graph (P-graph) framework is utilized to solve for water and energy integration. P-graph is a graph-theoretic approach to process synthesis, for which the developed algorithms can reduce the complexity of the mathematical programming algorithms efficiently. P-graph methodology enables the effective generation of sub-optimal network structures that allow wider exploration of alternatives through network topology. This paper also introduces some transformation techniques to convert the non-linear programming (NLP) model in the non-isothermal HIWN problem into model which is solvable using P-graph. Two examples with different water recovery schemes are used to elucidate the proposed approach, covering both direct recycle/reuse and regeneration networks; for both cases, isothermal and non-isothermal mixing problems are solved.
机译:热综合水网络(HIWN)是过去十年中的一个活跃的研究领域。它侧重于同时节省能源和水,这都是提高过程植物可持续性的重要资源。先前使用基于Insight的PINCH分析和数学编程技术来接近此问题。在这项工作中,利用替代优化工具,处理图(P图)框架来解决水和能量集成。 P-Traph是处理合成的图形 - 理论方法,发达的算法可以有效地降低数学编程算法的复杂性。 p-graph方法可以实现允许通过网络拓扑的替代方案更广泛地探索的子最优网络结构。本文还介绍了一些转换技术,将非线性编程(NLP)模型转换为使用P形图来解决的模型。使用不同水回收方案的两个例子用于阐明所提出的方法,涵盖直接回收/重用和再生网络;对于这两种情况,解决了等温和非等温混合问题。

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