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Length Slope Factor "LS" <br />The effects of topography on soil erosion are determined by the dimensionless "L" and <br />"S" factors, which account for both rill and interrill erosion. These factors have been <br />considerably revised since the initial Universal Soil Loss Equation. The new RUSLE <br />computer database for the combined "LS" factor is based on the soil's ratio of rill to <br />interrill erosion. For most western rangeland soils, the equations for low rill to interrill <br />ratio are used. Table 4 (from Predicting Soil Erosion by Water: A Guide to <br />Conservation Planning With the Revised Universal Soil Loss Equation - US <br />Department of Agriculture 1997) shows a chart based on these equations. The average <br />slope of the release areas in both pre -mine and post -mine is determined with an <br />algorithm in Carlson and AutoCAD software, using a 3D grid of the topography in both <br />cases. The slope length will be 1000 feet, as this is the limit of the "LS" table. <br />Table 3 - Pre mine vs. Post mine LS Factor <br />From Table 3 it is seen that the pre -mine "LS" factor for Irrigated Pasture is 1.02 based <br />on a length of 1000 feet and a grade of 4.74 %. Post -mine "LS" factor is 0.57 for <br />irrigated pasture based on 3.06% average slope. These average slopes are calculated for <br />both the pre -mine and post -mine conditions based on topography from pre -mine and <br />post -mine surveys that are then run through a Carlson software algorithm. The "LS" <br />factors are then interpolated from the values in Table 4. <br />SL -14 03DEC12.wpd 33 <br />Calculated Avg. Land <br />Slope <br />LS Factor <br />Pre -Mine Irrigated <br />Pasture <br />4.74 <br />1.02 <br />Post -Mine Irrigated <br />Pasture <br />3.06 <br />0.57 <br />Length Slope Factor "LS" <br />The effects of topography on soil erosion are determined by the dimensionless "L" and <br />"S" factors, which account for both rill and interrill erosion. These factors have been <br />considerably revised since the initial Universal Soil Loss Equation. The new RUSLE <br />computer database for the combined "LS" factor is based on the soil's ratio of rill to <br />interrill erosion. For most western rangeland soils, the equations for low rill to interrill <br />ratio are used. Table 4 (from Predicting Soil Erosion by Water: A Guide to <br />Conservation Planning With the Revised Universal Soil Loss Equation - US <br />Department of Agriculture 1997) shows a chart based on these equations. The average <br />slope of the release areas in both pre -mine and post -mine is determined with an <br />algorithm in Carlson and AutoCAD software, using a 3D grid of the topography in both <br />cases. The slope length will be 1000 feet, as this is the limit of the "LS" table. <br />Table 3 - Pre mine vs. Post mine LS Factor <br />From Table 3 it is seen that the pre -mine "LS" factor for Irrigated Pasture is 1.02 based <br />on a length of 1000 feet and a grade of 4.74 %. Post -mine "LS" factor is 0.57 for <br />irrigated pasture based on 3.06% average slope. These average slopes are calculated for <br />both the pre -mine and post -mine conditions based on topography from pre -mine and <br />post -mine surveys that are then run through a Carlson software algorithm. The "LS" <br />factors are then interpolated from the values in Table 4. <br />SL -14 03DEC12.wpd 33 <br />