Journal
ENVIRONMENTAL MODELLING & SOFTWARE
Volume 143, Issue -, Pages -Publisher
ELSEVIER SCI LTD
DOI: 10.1016/j.envsoft.2021.105118
Keywords
Water stable isotopes; Isotope transport modeling; HYDRUS-1D; Evaporation fractionation; Water transit time; Particle tracking algorithm
Categories
Funding
- Multistate program [W4188]
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Ecohydrological processes are often evaluated through the fate of stable water isotopes, with isotopic fractionation during evaporation being a commonly overlooked issue. By adapting the HYDRUS-1D model to account for evaporation fractionation, accurate simulation results were achieved. A particle tracking algorithm was implemented to calculate soil water transit times and validate the model's results, showing its applicability for investigating isotope transport processes.
Ecohydrological processes are often evaluated by studying the fate of stable water isotopes. However, isotopic fractionation during evaporation is often ignored or simplified in current models, resulting in simulation errors that may be propagated into practical applications of stable isotope tracing. In this study, we adapted and tested the HYDRUS-1D model, a numerical model widely used to simulate variably-saturated water flow and solute transport in porous media, by including an option to simulate isotope fate and transport while accounting for evaporation fractionation. The numerical results obtained by the adapted model were in excellent agreement with existing analytical solutions. Additional plausibility tests and field evaluation further demonstrated the adapted model's accuracy. A simple particle tracking algorithm was also implemented to calculate soil water's transit times and further validate the modified model's results. Transit times calculated by the particle tracking module (PTM) were similar to those estimated by the isotope peak displacement method, validating the applicability of the PTM. The developed model represents a comprehensive tool to numerically investigate many important research problems involving isotope transport processes in the critical zone.
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