1975
DOI: 10.2166/nh.1975.0014
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Mapping Runoff by the Grid Square Technique

Abstract: Runoff is a difficult variable to map because the information from river gauging stations only indicates average runoff from the catchment area above the gauging point. A method of mapping runoff by grid-based extrapolation of two components of the water balance equation (evapotranspiration and precipitation) and application of a runoff model in each grid square, is suggested as a means of overcoming many of the problems related to runoff mapping.

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Cited by 12 publications
(7 citation statements)
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“…Values are then extrapolated to the other grid cell sites and, after minor refinements based on withheld data, a map is produced (Solomon, et aL, 1968). A variant method is to use estimated precipitation and ET in a water balance formula developed by Penman that employs a soil moisture component to estimate runoff (Foyster, 1975). The grid square method's main strength is the ease with which estimated discharge of a stream can be calculated by using the estimated runoff for the grid cells in the watershed and the grid size.…”
Section: Description Of Current Methods Of Creating Runoff-depth Contmentioning
confidence: 99%
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“…Values are then extrapolated to the other grid cell sites and, after minor refinements based on withheld data, a map is produced (Solomon, et aL, 1968). A variant method is to use estimated precipitation and ET in a water balance formula developed by Penman that employs a soil moisture component to estimate runoff (Foyster, 1975). The grid square method's main strength is the ease with which estimated discharge of a stream can be calculated by using the estimated runoff for the grid cells in the watershed and the grid size.…”
Section: Description Of Current Methods Of Creating Runoff-depth Contmentioning
confidence: 99%
“…The weakness of this technique is the generalizations that will occur due to the use of a uniform grid over an amorphous drainage pattern. Calculating from Foyster's (1975) estimated values for five sites in southeast England from one application of this technique, estimated discharge varied from -7 to + 16% of actual measured discharge with a mean error of 5.43% and a standard deviation of 9.50%.…”
Section: Description Of Current Methods Of Creating Runoff-depth Contmentioning
confidence: 99%
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