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A distributed simple dynamical systems approach (dS2 v1.0) for computationally efficient hydrological modelling at high spatio-temporal resolution

机译:一种用于高时空分辨率的计算高效水文建模的分布式简单动态系统方法(DS2 V1.0)

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摘要

In this paper, we introduce a new numerically robust distributed rainfall–runoff model for computationally efficient simulation at high spatio-temporal resolution: the distributed simple dynamical systems (dS2) model. The model is based on the simple dynamical systems approach as proposed by Kirchner (2009), and the distributed implementation allows for spatial heterogeneity in the parameters and/or model forcing fields at high spatio-temporal resolution (for instance as derived from precipitation radar data). The concept is extended with snow and routing modules, where the latter transports water from each pixel to the catchment outlet. The sensitivity function, which links changes in storage to changes in discharge, is implemented by a new three-parameter equation that is able to represent the widely observed downward curvature in log–log space. The simplicity of the underlying concept allows the model to calculate discharge in a computationally efficient manner, even at high temporal and spatial resolution, while maintaining proven model performance. The model code is written in Python in order to be easily readable and adjustable while maintaining computational efficiency. Since this model has short runtimes, it allows for extended sensitivity and uncertainty studies with relatively low computational costs. A test application shows good and consistent model performance across scales ranging from 3 to over 1700km2.
机译:在本文中,我们在高时空分辨率下引入了一种新的数值强大的分布式降雨 - 径流模型,用于高时空分辨率的计算高效模拟:分布式简单动态系统(DS2)模型。该模型基于Kirchner(2009)所提出的简单动态系统方法,分布式实现允许在高时空分辨率下参数和/或模型迫使字段中的空间异质性(例如,从降水雷达数据中导出)。该概念与雪和路由模块延伸,其中后者将来自每个像素的水传输到集水区出口。链接存储器变化的灵敏度函数通过新的三参数方程来实现,其能够在日志记录空间中表示广泛观察到的向下曲率。底层概念的简单性允许模型以计算上有效的方式计算放电,即使在高时和空间分辨率,同时保持经过验证的模型性能。模型代码是用Python写入的,以便在保持计算效率的同时轻松读取和可调节。由于该模型具有较短的运行时间,因此它允许扩展的敏感性和不确定性研究,计算成本相对较低。测试应用程序在范围为3到超过1700km2的尺度上显示出良好和一致的模型性能。

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