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Drainage Design Manual, Hydrology - Flood Control District of ...

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<strong>Drainage</strong> <strong>Design</strong> <strong>Manual</strong> for Maricopa County<br />

<strong>Hydrology</strong>: Unit Hydrograph Procedures<br />

The second parameter is the storage coefficient, R, which has the dimension <strong>of</strong> time. This<br />

parameter is used to account for the effect that temporary storage in the watershed has on the<br />

hydrograph. Several methods are available to estimate R from recorded hydrographs for a<br />

basin. As originally proposed by Clark (1945), this parameter can be estimated by dividing the<br />

discharge at the point <strong>of</strong> inflection <strong>of</strong> the surface run<strong>of</strong>f hydrograph by the rate <strong>of</strong> change <strong>of</strong> discharge<br />

(slope <strong>of</strong> the hydrograph) at the inflection point as shown in Figure 5.2.<br />

Another technique for estimating R is to compute the volume remaining under the recession limb<br />

<strong>of</strong> the surface run<strong>of</strong>f hydrograph following the point <strong>of</strong> inflection and to divide the volume by the<br />

discharge at the point <strong>of</strong> inflection. Both <strong>of</strong> these methods require the ability to identify the inflection<br />

point on the recession limb <strong>of</strong> the run<strong>of</strong>f hydrograph. This is difficult if not impossible for<br />

complex hydrographs and hydrographs with steep rising and recession limbs such as occur from<br />

urban basins and natural watersheds in the Southwest. A method to estimate R by a graphical<br />

recession analysis <strong>of</strong> the hydrograph has been proposed (Sabol, 1988) and this method provides<br />

much more consistent results than do the previously described methods. The parameter, R,<br />

should be estimated by the analysis <strong>of</strong> several recorded events; however, in most cases<br />

recorded discharge hydrographs are not available and R must be estimated by empirical equations.<br />

A graphical parameter called the time area relation is necessary to compute the translation<br />

hydrograph. The time-area relation specifies the accumulated area <strong>of</strong> the watershed that is contributing<br />

run<strong>of</strong>f to the outlet <strong>of</strong> the watershed at any point in time. Procedures to develop a timearea<br />

relation for a watershed are discussed in a later section <strong>of</strong> this manual.<br />

5-4 August 15, 2013

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