Volume 40, Issue 2 pp. 321-332

PARAMETER IDENTIFICATION IN A TWO-MULTIPLIER SEDIMENT YIELD MODEL1

H. Evan CornfieldVicente L. Lopes

Vicente L. Lopes

Respectively, Hydrologist, U.S. Department of Agriculture-Agricultural Research Service, 2000 East Allen Road, Tucson, Arizona 85719; and Associate Professor, School of Renewable Natural Resources, University of Arizona, 325 Bio-Sciences East, Tucson, Arizona 85721 (E-Mail/Canfield: [email protected]).

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First published: 08 June 2007
Citations: 10
1

Paper No. 02023 of the Journal of the American Water Resources Association (JAWRA) (Copyright © 2004). Discussions are open until October 1, 2004.

Abstract

ABSTRACT: A process based, distributed runoff erosion model (KINEROS2) was used to examine problems of parameter identification of sediment entrainment equations for small watersheds. Two multipliers were used to reflect the distributed nature of the sediment entrainment parameters: one multiplier for a raindrop induced entrainment parameter, and one multiplier for a flow induced entrainment parameter. The study was conducted in three parts. First, parameter identification was studied for simulated error free data sets where the parameter values were known. Second, the number of data points in the simulated sedigraphs was reduced to reflect the effect of temporal sampling frequency on parameter identification. Finally, event data from a small range-land watershed were used to examine parameter identifiability when the parameter values are unknown. Results demonstrated that whereas unique multiplier values can be obtained for simulated error free data, unique parameter values could not be obtained for some event data. Unique multiplier values for raindrop induced entrainment and flow induced entrainment were found for events with greater than a two-year return period (∼25 mm) that also had at least 10 mm of rain in ten minutes. It was also found that the three-minute sampling frequency used for the sediment sampler might be inadequate to identify parameters in some cases.

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