- (30%) Rain falls on a 150-ha composite catchment which drains two subareas, as follows:
(1) subarea A, draining 30%, with time of concentration 20 min; and
(2) subarea B, draining 70%, with time of concentration 60 min.
The φ-index is 25 mm/hr.
Calculate the peak flow corresponding to the 10-yr frequency.
Use the following IDF function:
I = 650 T0.22 / (tr + 18)0.75
in which I = rainfall intensity in mm/hr,
T = return period in yr, and
tr = rainfall duration in min.
Assume linear flow concentration at the catchment outlet.
- (30%) A certain basin has the following 2-hr unit hydrograph (1 cm of rainfall), defined at hourly ordinates:
Flow (m3/s): 0 5 15 30 60 75 65 55 45 35 25 15 5 0
Calculate the flood hydrograph for the following effective storm pattern,
defined at two 3-hr increments (6-hr total event duration).
Effective rainfall (cm/hr): 1.0 2.0
Total rainfall (cm): 3.0 6.0
- (40%) Please answer briefly:
- Why is the rational method referred to as "rational"?
- What are the four variables (or parameters) in the runoff curve number method?
- Why does the Snyder synthetic unit hydrograph apply for larger basins than the SCS synthetic unit hydrograph?
- What is the standard peak rate factor (PRF) in the SCS unit hydrograph methodology? How low can it be when there is
a substantial amount of diffusion?
- Which SCS Type storm is the most intense?
- Why does the TR-55 method apply to midsize catchments?
- According to the Gumbel method, what is the return period of the mean annual flood?
- What type of flow produces degradation in alluvial rivers? What type of flow produces aggradation in alluvial rivers?
What is an artificial flood?
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