The Soils of The Regional Municipality of Ottawa=Carleton
The Soils of The Regional Municipality of Ottawa=Carleton
The Soils of The Regional Municipality of Ottawa=Carleton
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<strong>The</strong> water erosion formula, A= RKLSCP, used to predict<br />
average annual soil loss through sheet and rill erosion, is called<br />
the Universal Soil Loss Equation (27), where<br />
A - is the computed soil loss intons per acre peryear.<br />
R - the rainfall factor, is thenumber <strong>of</strong>erosion-index unitsin a<br />
normalyear's rain .<br />
K - the soil erodibility factor is the erosion rate, per unit <strong>of</strong>erosion<br />
index for a specific soil, in cultivated, continuous fallow.<br />
This unit is expressed in tons per acre.<br />
L - the slope length factor is the ratio <strong>of</strong> soil loss from a field<br />
slope length, to soil loss from a 72 .6 foot plot .<br />
S - the slope gradient factor is the ratio <strong>of</strong> soil loss from the<br />
field slope gradient, to soil loss from a 9% plot slope .<br />
C - the cropping-management factor is the ratio <strong>of</strong> soil loss<br />
from a fieldwith specific vegetation or cover and management,<br />
to soil loss from the standard, bare or fallow condi<br />
tion . This factor measures the combined effect <strong>of</strong> all the<br />
interrelated cover and management variables, plus the<br />
growth stage and vegetal cover, during rainfall episodes .<br />
P - the erosion control practice factor is the ratio <strong>of</strong> soil loss<br />
using aparticularmanagement practice, to soil loss from a<br />
field notusing thatpractice.<br />
When the numerical values for each variable are multiplied<br />
together, the product is the average annual soil loss, in t/<br />
ac/yr (conversion to metric equivalents, t/ha/yr requires<br />
multiplication by 2 .24) . It should be emphasized that the for-<br />
mula estimates sheet and rill erosion but does not consider soil<br />
losses caused by gully erosion or stream channel erosion . Since<br />
the erosion formula does not contain a transport or delivery<br />
factor it does not predict sediment load <strong>of</strong> streams. A brief<br />
description <strong>of</strong>each factor in the soil erosion formula follows .<br />
(a) RainfallFactor (R)<br />
<strong>The</strong> R-value reflects the erosivity <strong>of</strong> rains, and is generally<br />
related to climatic factors . R-values for Ontario range from 25<br />
to 100 . <strong>The</strong> Ottawa-Carleton Region has an approximate R<br />
value <strong>of</strong> 50 . <strong>The</strong> distribution <strong>of</strong> R-values, for southern<br />
Ontario, is shown inFigure 35 and discussed elsewhere by Wall<br />
et . al . (30) .<br />
(b) Soil ErodibilityFactor (K)<br />
<strong>The</strong> K-value reflects the inherent erodibility <strong>of</strong> a soil dueto<br />
the erosive activity <strong>of</strong>water.<br />
Table 13 illustrates the K-values and K-ranges for the soils<br />
<strong>of</strong> the Ottawa-Carleton Region . <strong>The</strong> K-values were computed<br />
by the method outlined by Wischmeier and Smith (27) . <strong>The</strong>se<br />
K-values range for a low <strong>of</strong> .05 for the Uplands Association<br />
soils, due in part to the high proportion <strong>of</strong> medium and fine<br />
sands characteristics <strong>of</strong>these soils, to a meanhigh<strong>of</strong> .43 for the<br />
poorly drained Bainsville soils <strong>of</strong> the Castor Association,<br />
which contain a large proportion <strong>of</strong> easily erodible very fine<br />
sand and silt . In terms <strong>of</strong> relative erodibility, the Bainsville soils<br />
are about 8 times moreerodible than the Upland soils (.41/ .05),<br />
when allother soil loss factors are held constant .