HOMEWORK SET 6
CTC 260 Hydrology
Hydrograph Synthesis
A measurement station on a stream after a 2-hour storm recorded the following discharges from a 1.2 square mile drainage area
|
Hour |
Discharge (cfs) |
|
0 |
102 |
|
1 |
99 |
|
2 |
101 |
|
3 |
215 |
|
4 |
507 |
|
5 |
625 |
|
6 |
455 |
|
7 |
325 |
|
8 |
205 |
|
9 |
145 |
|
10 |
100 |
|
11 |
70 |
|
12 |
55 |
|
13 |
49 |
|
14 |
43 |
|
15 |
38 |
Develop a 2-hour Unit
Hydrograph
a) Develop the runoff hydrograph by separating the groundwater from the discharge by a straight (or sloped line)
b) Develop the unit hydrograph
Hint #1: Flow should start and end at zero cfs
Hint #2: The area under the unit hydrograph (in cubic feet) should equal 1” times the drainage area (in cubic feet)
c) Graph the following on one graph (x-axis time: 0 to 15 hours)
Synthesize Unit
Hydrographs (Lagging Storm & S-Curve Methods)
a) Synthesize and graph a 4-hour unit hydrograph using the lagging storm method
b) Synthesize and graph a 1-hour unit hydrograph using the S-curve method.
Graph Unit
Hydrographs
On the same graph and using the same time increments (0-15 hours), graph the 1-hour, 2-hour, and 4-hour unit hydrographs. What is true about the area under the graphs? How do the peak flows and time to peak flows compare to each other?