An equation for evaluating the sediment transport capacity of overland
flow is a necessary part of a physically based soil erosion model des
cribing sediment detachment and transport as distributed processes. At
first, for the hydraulic conditions of small-scale and large-scale ro
ughness, the sediment transport capacity relationship used in the WEPP
model is calibrated by Yalin and Govers' equation. The analysis shows
that the transport coefficient K-t depends on the Shields parameter,
Y, according to a semi-logarithmic (Yalin) or a linear (Govers) equati
on. The reliability of the semi-logarithmic equation is verified by Sm
art's, and Aziz and Scott's experimental data. Then the Low's formula,
whose applicability is also proved by Smart's, and Aziz and Scott's d
ata, is transformed as a stream power equation in which a stream power
coefficient, K-SP, depending on Shields parameter, slope, sediment an
d water-specific weight, appears. A relationship between transport cap
acity and effective stream power is also proposed. Finally, the influe
nce of rainfall on sediment transport capacity and the prediction of c
ritical shear stress corresponding to overland flow are examined. (C)
1998 John Wiley & Sons, Ltd.