MCQs
Total Questions : 140
| Page 7 of 14 pages
Question 61. Determine the pan evaporation from the following data using the Christiansen method.
Extra-terrestrial radiation in cm = 47.3 cm
Coefficient of temperature(Cₜ) = 1.403
Coefficient for wind velocity (Cw)= 1.2
Coefficient for relative humidity (Cₕ) = 1
Coefficient for percent of possible sunshine(Cₛ) = 1.073
Coefficient of elevation(Cₑ) = 1.014
Extra-terrestrial radiation in cm = 47.3 cm
Coefficient of temperature(Cₜ) = 1.403
Coefficient for wind velocity (Cw)= 1.2
Coefficient for relative humidity (Cₕ) = 1
Coefficient for percent of possible sunshine(Cₛ) = 1.073
Coefficient of elevation(Cₑ) = 1.014
Answer: Option C. -> 39.8 cm
Answer: (c).39.8 cm
Answer: (c).39.8 cm
Answer: Option C. -> combination of energy balance approach and mass transfer approach
Answer: (c).combination of energy balance approach and mass transfer approach
Answer: (c).combination of energy balance approach and mass transfer approach
Answer: Option C. -> Penman equation
Answer: (c).Penman equation
Answer: (c).Penman equation
Answer: Option C. -> Blaney-Criddle Formula
Answer: (c).Blaney-Criddle Formula
Answer: (c).Blaney-Criddle Formula
Answer: Option A. -> Diameter-1.2 m, Depth – 25 cm
Answer: (a).Diameter-1.2 m, Depth – 25 cm
Answer: (a).Diameter-1.2 m, Depth – 25 cm
Answer: Option A. -> reflection coefficient = 0.05
Answer: (a).reflection coefficient = 0.05
Answer: (a).reflection coefficient = 0.05
Answer: Option A. -> 28 cm
Answer: (a).28 cm
Answer: (a).28 cm
Answer: Option A. -> Ea = 0.35 (1 + V2/160) (es – ea)
Answer: (a).Ea = 0.35 (1 + V2/160) (es – ea)
Answer: (a).Ea = 0.35 (1 + V2/160) (es – ea)
Answer: Option A. -> True
Answer: (a).True
Answer: (a).True
Question 70. Compute the total consumptive use for a drainage basin by Penman’s formula. The slope of saturation vapour pressure V/s chart at 40°C is 2.95 mm of Hg/°C and the net incoming solar radiation is 5.705 mm of evaporative water/day. Assume, Eₐ = 18.07 mm/day and Psychrometric constant = 0.49 mm of Hg/°C.
Answer: Option A. -> 17.01 mm/day
Answer: (a).17.01 mm/day
Answer: (a).17.01 mm/day