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首页> 外文期刊>Journal of Hydrology >Watershed-scale water environmental capacity estimation assisted by machine learning
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Watershed-scale water environmental capacity estimation assisted by machine learning

机译:流域级水环境容量估计由机器学习辅助

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Water environmental capacity (WEC), the maximum amount of contaminants that a water body system can take without unacceptable impact to water quality in the system, is an important index for the managements of water resources and environmental quality. Here we proposed a machine learning-assisted approach that can be used to estimate watershed-scale WEC. In the approach, a process-based model was used to simulate contaminant concentrations at monitoring or critical river locations in response to contaminant inputs in the watershed, while an artificial neural network (ANN) as a machine learning method was trained to link the contaminant inputs in the watershed with the contaminant concentrations at the critical locations. From the linkages, a watershed-scale WEC that meets water quality constraints was obtained using a global optimization method. The integration of ANN in the WEC estimation is computationally efficient that can avoid exhaustive search of WEC using the process-based model only, especially in a complex river network system. Maozhou River watershed located at Shenzhen City, Southeast China, was used as an example to illustrate the approach with ammonium as an example contaminant. The obtained optimal WEC value varied with different water quality constraints and input distributions. The approach can be used to estimate WEC in the watershed with and without pre-existence contaminant inputs by optimizing the design of new inputs and their distribution. The results had an important implication for future watershed-scale water environmental management.
机译:水环境容量(WEC)是指水体系统在不影响系统水质的情况下所能吸收的最大污染物量,是水资源和环境质量管理的重要指标。在这里,我们提出了一种机器学习辅助的方法,可以用来估计流域规模的WEC。在该方法中,使用基于过程的模型来模拟监测或关键河流位置处的污染物浓度,以响应流域中的污染物输入,同时训练作为机器学习方法的人工神经网络(ANN),将流域中的污染物输入与关键位置处的污染物浓度联系起来。根据这些联系,使用全局优化方法获得满足水质约束的流域尺度WEC。将人工神经网络集成到WEC估计中具有计算效率,可以避免仅使用基于过程的模型对WEC进行穷举搜索,尤其是在复杂的河网系统中。以位于中国东南部深圳市的茅洲河流域为例,以氨氮为例说明了该方法。得到的最优WEC值随水质约束和输入分布的不同而变化。通过优化新输入的设计及其分布,该方法可用于在有或无污染输入的情况下估计流域的WEC。研究结果对未来流域水环境管理具有重要意义。

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