ANION TRANSPORT IN A PIEDMONT ULTISOL .2. LOCAL-SCALE PARAMETERS

Citation
Sm. Gupte et al., ANION TRANSPORT IN A PIEDMONT ULTISOL .2. LOCAL-SCALE PARAMETERS, Soil Science Society of America journal, 60(3), 1996, pp. 762-770
Citations number
38
Categorie Soggetti
Agriculture Soil Science
ISSN journal
03615995
Volume
60
Issue
3
Year of publication
1996
Pages
762 - 770
Database
ISI
SICI code
0361-5995(1996)60:3<762:ATIAPU>2.0.ZU;2-Z
Abstract
Field-scale transport parameters obtained from tile drain data in two large conventionally tilled plots were reported in the first paper in this series. Our objectives in this paper were to determine the relati onship between local-scale transport parameters and macropore distribu tions measured with columns in one of these plots and to compare local -scale transport parameters with the field-scale parameters. Forty und isturbed soil columns (15 cm in diameter, 33-64 cm in length) were tak en from Plot 1 described in the first paper. Transport parameters were determined from a Br breakthrough curve (BTC) with CXTFIT. Macropore distributions were determined from computed tomography (CT) scanning a nd by sectioning the columns after adding methylene blue dye. Local-sc ale saturated hydraulic conductivity (K-s), pore water velocity (V), a nd dispersivity (lambda) were highly variable (coefficient of variatio n of 77, 74, and 41%, respectively) and lognormally distributed. The K -s was positively correlated with the number of 5- to 10-mm-diameter C T scan macropores at a depth of 35 to 40 cm near the top of the Bt hor izon. Dye patterns indicated that preferential how began at about this depth. This may be the zone where flow becomes restricted and highly dependent on macropores. Mean local-scale lambda (6.6 cm) was similar to the estimated field-scale values (3.4 and 5.3 cm) for the unsaturat ed zone to a depth of 20 cm. This implied that variation among local-s cale V in the field experiment was much less than that observed in the columns, probably because the surface was not ponded in the field. A deterministic approach with mean values of local-scale parameters adeq uately described the estimated field-scale BTC.