Hydrology miscellaneous


  1. 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
    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
    Rainfall excess = run off
    =
    Volume of run off
    Area of catchment

    =
    4320000
    = 0.05 m
    86.4 × 106


  1. The plan area of a reservoir is 1 km². The water level in the reservoir is observed to decline by 20 cm in a certain period. During this perod the reservoir receives a surface inflow of 10 hectare-meters, and 20 hectare-meters are abstracted from the reservoir for irrigation and power. The pan evaporation and rainfall recorded during the same period at a near by meteorological station are 12 cm and 3 cm respectively. The calibrated pan factor is 0.7. The seepage has from the reservoir during this period in hectare-meters is









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    Area = 1 km² = 100 ha
    Change in storage = inflow – outflow
    ⇒ ds = I – Q
    I = Surface inflow + rainfall
    = 100 + .03 × 100
    = 13 ha.m
    Q = Irrigation and power + evaporation + seepage loss. = 20 + C p. Ep. A + Seepage loss
    = 20 + 0.7 × .12 × 100 + Seepage loss = 28.4 + Seepage loss
    ds = – 0.20 × 100 = – 20 (decline, ∴ –ve sign)
    ∴ – 20 = 13 – (28.4 + Seepage loss)
    ⇒ Seepage loss = 4.6 ha–m

    Correct Option: D

    Area = 1 km² = 100 ha
    Change in storage = inflow – outflow
    ⇒ ds = I – Q
    I = Surface inflow + rainfall
    = 100 + .03 × 100
    = 13 ha.m
    Q = Irrigation and power + evaporation + seepage loss. = 20 + C p. Ep. A + Seepage loss
    = 20 + 0.7 × .12 × 100 + Seepage loss = 28.4 + Seepage loss
    ds = – 0.20 × 100 = – 20 (decline, ∴ –ve sign)
    ∴ – 20 = 13 – (28.4 + Seepage loss)
    ⇒ Seepage loss = 4.6 ha–m



  1. The average rainfall for a 3 hour duration storm is 2.7 cm and the loss rate is 0.3 cm/hr. The flood hydrograph has a base flow of 20 m³/s and produces a peak flow of 210 m³/s. The peak of a 3-h unit hydrograph is









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    Run off = Rainfall – losses = 2.7 – (0.3 × 3) = 1.8 cm
    Peak of DRH = Peak of flood hydrograph – base flow = 210 – 20 = 190 m³/s

    Peak of 3h UH =
    Peak of DRH
    R

    =
    190
    = 105.55 m³/s
    1.8

    Correct Option: B

    Run off = Rainfall – losses = 2.7 – (0.3 × 3) = 1.8 cm
    Peak of DRH = Peak of flood hydrograph – base flow = 210 – 20 = 190 m³/s

    Peak of 3h UH =
    Peak of DRH
    R

    =
    190
    = 105.55 m³/s
    1.8


  1. The rainfall during three successive 2 hour periods are 0.5, 2.8 and 1.6 cm. The surface runoff resulting from this storm in 3.2 cm. The f index value of the storm is









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    R = P – I
    I = R if R < I

    φ =
    P - R
    =
    (0.5 + 2.8 + 16) - 3.2
    t2 + 2 + 2

    = 0.2833 cm/h = 0.566 cm/2h > 0.5 cm
    ∴ There is no run off for first 2 hours.
    Infiltration =
    0.5
    = 0.25 cm/h
    2

    φindex =
    P - R
    =
    (2.8 + 1.6) - 3.2
    = 0.3 cm/h
    t4

    Correct Option: C

    R = P – I
    I = R if R < I

    φ =
    P - R
    =
    (0.5 + 2.8 + 16) - 3.2
    t2 + 2 + 2

    = 0.2833 cm/h = 0.566 cm/2h > 0.5 cm
    ∴ There is no run off for first 2 hours.
    Infiltration =
    0.5
    = 0.25 cm/h
    2

    φindex =
    P - R
    =
    (2.8 + 1.6) - 3.2
    = 0.3 cm/h
    t4



  1. A watershed got transformed from rural to urban over a period of time. The effect of urbanization on storm runoff hydrograph from the watershed is to









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    NA

    Correct Option: C

    NA