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Gravitational and capillary soil moisture dynamics for distributed hydrologic models

Author(s)
Castelli, F.; Castillo, Aldrich; Entekhabi, Dara
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Abstract
Distributed and continuous catchment models are used to simulate water and energy balance and fluxes across varied topography and landscape. The landscape is discretized into computational plan elements at resolutions of 10[superscript 1]–10[superscript 3] m, and soil moisture is the hydrologic state variable. At the local scale, the vertical soil moisture dynamics link hydrologic fluxes and provide continuity in time. In catchment models these local-scale processes are modeled using 1-D soil columns that are discretized into layers that are usually 10[superscript −3]–10[superscript −1] m in thickness. This creates a mismatch between the horizontal and vertical scales. For applications across large domains and in ensemble mode, this treatment can be a limiting factor due to its high computational demand. This study compares continuous multi-year simulations of soil moisture at the local scale using (i) a 1-pixel version of a distributed catchment hydrologic model and (ii) a benchmark detailed soil water physics solver. The distributed model uses a single soil layer with a novel dual-pore structure and employs linear parameterization of infiltration and some other fluxes. The detailed solver uses multiple soil layers and employs nonlinear soil physics relations to model flow in unsaturated soils. Using two sites with different climates (semiarid and sub-humid), it is shown that the efficient parameterization in the distributed model captures the essential dynamics of the detailed solver.
Date issued
2015-04
URI
http://hdl.handle.net/1721.1/97061
Department
Massachusetts Institute of Technology. Department of Civil and Environmental Engineering
Journal
Hydrology and Earth System Sciences
Publisher
Copernicus GmbH
Citation
Castillo, A., F. Castelli, and D. Entekhabi. “Gravitational and Capillary Soil Moisture Dynamics for Distributed Hydrologic Models.” Hydrol. Earth Syst. Sci. 19, no. 4 (2015): 1857–1869.
Version: Final published version
ISSN
1607-7938

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