Difference between revisions of "Wind erosion equation"
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| − | A '''Wind erosion''' equation or WEQ is an | + | A '''Wind erosion''' equation or WEQ is an erosion model designed to predict long-term average annual soil losses from a field having specific characteristics. |
The equation is: E = f(IKCLV) | The equation is: E = f(IKCLV) | ||
where E = Estimated average annual soil loss expressed in tons per acre per year | where E = Estimated average annual soil loss expressed in tons per acre per year | ||
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V = Equivalent vegetative cover | V = Equivalent vegetative cover | ||
==References== | ==References== | ||
| − | [http://www.nrcs.usda.gov/technical/NRI/1997/summary_report/glossary.html List of USDA terminology] <br> | + | [http://www.nrcs.usda.gov/technical/NRI/1997/summary_report/glossary.html List of USDA terminology] <br>{{USDA Terms}} |
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Revision as of 13:58, November 13, 2007
A Wind erosion equation or WEQ is an erosion model designed to predict long-term average annual soil losses from a field having specific characteristics. The equation is: E = f(IKCLV) where E = Estimated average annual soil loss expressed in tons per acre per year I = Soil erodibility index K = Soil ridge roughness factor C = Climatic factor L = Equivalent unsheltered distance across the field along the prevailing wind erosion direction V = Equivalent vegetative cover