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USDA-ARS, National Soil Tilth Lab., 2150 Pammel Drive, Ames, IA 50011
*Corresponding author (logsdon{at}nstl.gov).
ABSTRACT
Recently, aggregate size distributions (ASDs) have been characterized by fractal dimension (D, i.e., slope of the log of cumulative aggregate number as a function of the log of aggregate size). To simplify the laboratory work, aggregates are often considered to have scale-invariant density (
). The D describes the completely fragmented ASD after sampling and sieving the aggregates, but a bulk Dr describes an incompletely fragmented ASD in situ. The Dr requires an estimate of scale-variant
i for each class. Then the ASD may be used to determine pore distributions and hydraulic conductivity (K) of the soil. The objectives of this study were to start with K determinations to back-calculate
i, D, Dr, and scale-invariant
, and compare these with measured
and D from measured ASDs taken near the locations of the K measurements. Back-calculated
i was not significantly different between class sizes for aggregates >2.8 to 5 mm, and the
i differences between aggregate sizes 1.26 to 25.2 mm would be difficult to determine with the precision (0.03–0.1 g cm–3) of current methods for determining
i. The calculated
i and scale-invariant
were all significantly less than measured
. The D from back-calculated ASD were all greater than three, but they should have been less than the Dr from back-calculated ASD, which were all less than three. The D and Dr from back-calculated ASD were significantly different from D for measured ASD. Further study is needed to determine the relationship between ASD and K.
Received for publication June 20, 1994.
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