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IIMI, CIMMYT, Apartado #370, P.O. Box 60326, Houston, TX 77205
Corresponding author (mtw5{at}cornell.edu)
Received for publication February 13, 2000. Though runoff from manure spread fields is recognized as an important mode of nonpoint-source pollution, there are no models that mechanistically describe transport from a field-spread manuretype source. A mechanistic, physically based model for pollutant release from a surface source, such as field-spread manure, was hypothesized, laboratory tested, and field-applied. The primary objective of this study was to demonstrate the potential applicability of a mechanistic model to pollutant release from surface sources. The laboratory investigation used stable sources and a conservative "pollutant" (KCl) so that the dynamic effects of source dissolution and chemical transformations could be ignored and transport processes isolated. The field investigation used runoff and soluble reactive phosphorus (SP) data collected from a dairy-manure-spread field in the Cannonsville watershed in the Catskills region of New York State. The model predictions corroborated well with observations of runoff and pollutant delivery in both the laboratory and the field. "Pollutant" release from surface sources was generally predicted within 11% of laboratory KCl measurements and field SP observations. Laboratory flume runoff predictions with 15 and 26% errors for 25 and 15 mm h-1 simulated rainfall intensity experiments, respectively, represented root mean square errors of less than 0.2 mL s-1. A 26% error was calculated for overland flow predictions in the field, which translated into approximately a 39 mL s-1 error. Results suggest that the hypothesized model satisfactorily represents the primary mechanisms in pollutant release from surface sources.
Abbreviations:
, turbulent flow resistance parameter A, source's horizontal cross-sectional area c, pollutant concentration c0, initial pollutant concentration D, diffusivity h, height of overland flow hb, height of flow through pollutant source H, total source height i, rainfall intensity Jb, solute uptake rate from bottom region of the source Ks, saturated hydraulic conductivity m, turbulent flow resistance parameter Mb, cumulative mass release from bottom region Mud, cumulative diffusive mass release from upper region Muc, cumulative convective mass release from upper region n, Manning's roughness coefficient source porosity q, flow discharge per unit width s, surface slope SP, soluble reactive phosphorus t, time tb, time to steady state horizontal flow through source tr, time to end of rain ts, time to steady state overland flow u, flow velocity vb, volume of solution in the bottom region of the source vo, volume of water applied to the watershed until ts v'o, back water volume w, width of flow regime x, distance from top of flow regime (watershed) z, vertical distance
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