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<br />The climate of Dallas is generally temperate with hot summers and <br />mild winters. Mean temperatures range from 450F (7.20C) in January to <br />850F (300C) in July. The most common storms are thunderstorms that occur <br />frequently in the spring and summer. Long-duration low-intensity storms <br />triggered by southward-moving continental polar fronts occur during the <br />fall and winter. In late summer and early fall, hurricanes moving inland <br />from the Gulf of Mexico cause some of the heaviest rainfall. Individual <br />storms, although most frequent in the spring, may cause serious flooding <br />during any season. Mean annual rainfall at Dallas for 1913-70 was 34.90 <br />inches (88.6 centimeters). Lake evaporation usually exceeds rainfall from <br />late March to early November. <br /> <br />The major stream draining the area is the Trinity River, which di- <br />vides the city into two parts. The principal tributaries are Joes Creek, <br />Bachman Branch, Turtle Creek, White Rock Creek, Coombs Creek, Cedar Creek, <br />and Fivemile Creek. Most streams and their tributaries have well incised <br />channels with steep banks of limestone, particularly in the upper reaches. <br />The average channel slopes commonly exceed 30 feet per mile (5.7 meters <br />per kilometer). <br /> <br />DESCRIPTION OF THE HYDROLOGIC MODEL <br /> <br />A digital model developed by Dawdy, Lichty, and Bergmann (1972) and <br />modified by Lichty (written commun., 1971) was used to simulate long rec- <br />ords of peak discharges under existing conditions of urbanization. The <br />structure of the model is shown by the diagram on figure 2. The input pa- <br />rameters are identified in table 1. Figure 2 shows the general sequence <br />of computations and shows that the output from one component is the input <br />to the next. <br /> <br />The antecedent-moisture accounting component (fig. 2), which is a <br />more sophisticated version of the antecedent-precipitation index (API), <br />measures the effects of antecedent conditions on the infiltration compo- <br />nent. The infiltration component is based on an equation described by <br />Philip (1954), in which infiltration rates are computed as a function <br />of soil moisture and rainfall intensity. Infiltration does not occur <br />in impervious areas, but some retention does occur. The model assumes <br />0.05 inch (0.12 centimeter) of water depth as the maximum retention in <br />an impervious area. <br /> <br />The surface-routing component (fig. 2) is based on unit hydrograph <br />concepts (Sherman, 1932), and assumes a conceptual model composed of <br />linear reservoirs and channels. Rainfall excess is converted into flood <br />hydrographs by procedures representing the effects of varying travel <br />times and reservoir delays, which are derived from distance-area curves. <br />The derivation assumes that travel time and reservoir delay are propor- <br />tional, but some flexibility is permissible. <br /> <br />-5- <br />