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- Title
Using simulation-based inference to determine the parameters of an integrated hydrologic model: a case study from the upper Colorado River basin.
- Authors
Hull, Robert; Leonarduzzi, Elena; De La Fuente, Luis; Tran, Hoang Viet; Bennett, Andrew; Melchior, Peter; Maxwell, Reed M.; Condon, Laura E.
- Abstract
High-resolution, spatially-distributed process-based models are a well-established tool to explore complex watershed processes and how they may evolve under a changing climate. While these models are powerful, calibrating them can be difficult because they are costly to run and have many unknown parameters. To solve this problem, we need a state-of-the-art, data- driven approach to model calibration that can scale to the high-compute, high-dimensional hydrologic simulators that drive innovation in our field today. Simulation- Based Inference (SBI) uses deep learning methods to learn a probability distribution of simulation parameters by comparing simulator outputs to observed data. The inferred parameters can then be used to run calibrated model simulations. This approach has pushed boundaries in simulator-intensive research from cosmology, particle physics, and neuroscience, but is less familiar to hydrology. The goal of this paper is to introduce SBI to the field of watershed modeling by benchmarking and exploring its performance in a set of synthetic experiments. We use SBI to infer two common physical parameters of hydrologic process-based models, Manning’s Coefficient and Hydraulic Conductivity, in a snowmelt-dominated catchment in Colorado, USA. We employ a process-based simulator (ParFlow), streamflow observations, and several deep learning components to confront two recalcitrant issues related to calibrating watershed models: 1) the high cost of running enough simulations to do a calibration; 2) finding ‘correct’ parameters when our understanding of the system is uncertain or incomplete. In a series of experiments, we demonstrate the power of SBI to conduct rapid and precise parameter inference for model calibration. The workflow we present is general-purpose, and we discuss how this can be adapted to other hydrology-related problems.
- Subjects
HYDROLOGIC models; DISTRIBUTION (Probability theory); PARTICLE physics; THERMAL conductivity; HYDRAULIC conductivity; WATERSHEDS
- Publication
Hydrology & Earth System Sciences Discussions, 2022, p1
- ISSN
1812-2108
- Publication type
Article
- DOI
10.5194/hess-2022-345