Physics Guided Machine Learning Methods for Hydrology
This work aims to improve streamflow prediction accuracy for hydrologists by bridging the performance gap between physics-based models and traditional machine learning approaches.
This paper addresses the challenge of streamflow prediction by integrating hydrological process understanding into machine learning models. The authors propose a multi-task learning framework to explicitly model intermediate processes connecting weather drivers to streamflow, demonstrating improved predictive performance on a simulation dataset from the South Branch of the Root River Watershed.
Streamflow prediction is one of the key challenges in the field of hydrology due to the complex interplay between multiple non-linear physical mechanisms behind streamflow generation. While physics based models are rooted in rich understanding of the physical processes, a significant performance gap still remains which can be potentially addressed by leveraging the recent advances in machine learning. The goal of this work is to incorporate our understanding of hydrological processes and constraints into machine learning algorithms to improve the predictive performance. Traditional ML models for this problem predict streamflow using weather drivers as input. However there are multiple intermediate processes that interact to generate streamflow from weather drivers. The key idea of the approach is to explicitly model these intermediate processes that connect weather drivers to streamflow using a multi-task learning framework. While our proposed approach requires data about intermediate processes during training, only weather drivers will be needed to predict the streamflow during testing phase. We assess the efficacy of the approach on a simulation dataset generated by the SWAT model for a catchment located in the South Branch of the Root River Watershed in southeast Minnesota. While the focus of this paper is on improving the performance given data from a single catchment, methodology presented here is applicable to ML-based approaches that use data from multiple catchments to improve performance of each individual catchment.