Hydrology miscellaneous
- In an area of 200 hectare, water table drops by 4m. If the porosity is 0.35 and the specific retention if 0.15, change in volume of storage in the aquifer is
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Porosity, η = Specific yield + Specific reference
⇒ η = Sy + SR
⇒ 0.35 = Sy + 0.15
Sy = 0.2Sy = Volumeof water extracted Unit Volume of aquifer ⇒ 0.2 = Volumeof water extracted 200 × 104 × 4
∴ Change in volume = 0.2 × 200 × 104 × 4
= 1.6 × 106 m³Correct Option: B
Porosity, η = Specific yield + Specific reference
⇒ η = Sy + SR
⇒ 0.35 = Sy + 0.15
Sy = 0.2Sy = Volumeof water extracted Unit Volume of aquifer ⇒ 0.2 = Volumeof water extracted 200 × 104 × 4
∴ Change in volume = 0.2 × 200 × 104 × 4
= 1.6 × 106 m³
- The direct runoff hydrograph of a storm obtained from a catchment is triangular in shape and has a base period of 80 hours. The peak flow rate is 30 m³/sec and catchment area is 86.4 km². The rainfall excess that has resulted the above hydrograph is
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Volume of run off = Area of hydrograph
= 1 × 30 × (80 × 60 × 60) 2
= 4320000 m³/s
Area of catchment = 86.4 km² = 86.4 × 106 m²
Rainfall excess = run off= Volume of run off Area of catchment = 4320000 = 0.05 m 86.4 × 106 Correct Option: A
Volume of run off = Area of hydrograph
= 1 × 30 × (80 × 60 × 60) 2
= 4320000 m³/s
Area of catchment = 86.4 km² = 86.4 × 106 m²
Rainfall excess = run off= Volume of run off Area of catchment = 4320000 = 0.05 m 86.4 × 106
- The parameters in Horton’s infiltration equation [f(t) = fc + (fo – fc)e–kt] are given as, fo = 7.62 cm/ hour, fc = 1.34 cm/ hour and k = 4.182/hour. For assumed continuous ponding the cumulative infiltration at the end of 2 hours is
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ƒt = ƒc + (ƒ0 – ƒc) e–kt
ƒt = 1.34 + (7.62 – 1.34) e–4.182×t
= 1.34 + 6.28 e–4.82t
2 hours of infiltration
⇒ ∫²2ƒtdt ∫²0(1.34 + 6.28.e–4.182t)dt= 1.34 × 2[t]²0 + 6.28 [e-4.182t]²0 -4.182 = 1.34 × 2 - 6.28 (e-4.182×2 - e-4.182×0) -4.182
= 4.18 cmCorrect Option: D
ƒt = ƒc + (ƒ0 – ƒc) e–kt
ƒt = 1.34 + (7.62 – 1.34) e–4.182×t
= 1.34 + 6.28 e–4.82t
2 hours of infiltration
⇒ ∫²2ƒtdt ∫²0(1.34 + 6.28.e–4.182t)dt= 1.34 × 2[t]²0 + 6.28 [e-4.182t]²0 -4.182 = 1.34 × 2 - 6.28 (e-4.182×2 - e-4.182×0) -4.182
= 4.18 cm
- During a 6-hour storm, the rainfall intensity was 0.8 cm/hour on a catchment of area 8.6 km². The measured runoff volume during this period was 2,56,000 m³. The total rainfall was lost due to infiltration, evaporation, and transpiration (in cm/hour) is
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Rainfall, P = i × t = 0.8 × 6 = 4.8 cm
Run off depth,R = Volume of run off Catchment area = 25600 8.6 × 106
= 0.02976 m
= 2.97 mTotal loss = P - R = 4.8 - 2.97 = 0.34 cm/h r 6 Correct Option: B
Rainfall, P = i × t = 0.8 × 6 = 4.8 cm
Run off depth,R = Volume of run off Catchment area = 25600 8.6 × 106
= 0.02976 m
= 2.97 mTotal loss = P - R = 4.8 - 2.97 = 0.34 cm/h r 6
- An isohyet is a line joining points of
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NA
Correct Option: C
NA