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Quantifying the sustainability of water use systems: Calculating the balance between network efficiency and resilience

机译:量化用水系统的可持续性:计算网络效率与弹性之间的平衡

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In ecological network theory, network efficiency and resilience are two essential but complementary attributes of the network structure, and a balance between these factors is critical for an ecosystem's long-term sustainability. Our paper introduces this method and related concepts into water use systems to provide a new angle for sustainability quantification. In this paper, we investigate the meanings of network efficiency and resilience in the context of sustainable development of water use systems, and define sustainable systems based on the optimal balance between network efficiency and resilience. With the consideration of complex artificial characteristics of water use, we propose an optimal water use network and quantify its flows. By ascendency calculation, the balanced network structure can be determined. We then use the four sub-basins of China's Haihe River as a case study to illustrate how the optimal network can be constructed and how the optimal balance for each scenario can be calculated. The results show that the optimal balance for the sub-basins has ascendency values ranging from 0.5970 to 0.7161. By analyzing the contribution of each water use activity to network's balance structure, the location of the optimal balance in water use systems can be better understood. This research represents the first attempt to explore the balance between a network structure's efficiency and resilience as a way to quantify the sustainability of water use systems, and builds a foundation for future studies on the assessment, regulation, and management of water resources.
机译:在生态网络理论中,网络效率和弹性是网络结构的两个基本但互补的属性,而这些因素之间的平衡对于生态系统的长期可持续性至关重要。我们的论文将这种方法和相关概念引入了用水系统,为可持续性量化提供了新的视角。在本文中,我们研究了在用水系统可持续发展的背景下网络效率和弹性的含义,并基于网络效率和弹性之间的最佳平衡来定义可持续系统。考虑到复杂的人工用水特征,我们提出了一个最佳的用水网络并对其流量进行了量化。通过上升计算,可以确定平衡的网络结构。然后,我们以中国海河的四个子流域为案例研究,以说明如何构建最佳网络以及如何计算每种情况下的最佳平衡。结果表明,子流域的最佳平衡具有从0.5970到0.7161的上升值。通过分析每个用水活动对网络平衡结构的贡献,可以更好地了解最佳平衡在用水系统中的位置。这项研究是探索网络结构的效率和弹性之间的平衡的首次尝试,以此作为量化用水系统可持续性的一种方法,并为以后的水资源评估,监管和管理研究奠定了基础。

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