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A core of sandstone is brought into the laboratory and a Darcy experiment is done on the on the core to determine the hydraulic conductivity (K). See experimental set up below.
The following was recorded: core diameter (D) 10 cm; core length (L) 20 cm; steady state flow (Q) was recorded at 5 ml/min; h1 = 20 cm; h2 = 5 cm.
a) Using Darcy’s law, determine the hydraulic conductivity (K) of the core in the units of [m/s] and report to two decimals.
b) Assuming that the fluid used in the experiment is fresh water at 25 °C, determine the intrinsic permeability (k) for the sandstone in [m2] and report to 1 decimal.
What is the term below referred to and how is it derived?
If I compute the evaporation using a Class A pan (shown below), will I overestimate the evaporation from the surrounding area?
Water
needs to be released for irrigation. How much water must be released from a
reservoir to satisfy a 48,000 m
3/day need, if the average river width is
61 m and the distance from the reservoir to the irrigation point is 78 km?
Average
daily class A pan evaporation is 5 mm and the pan coefficient is 0.70.
Is relative humidity, in general, highest in the afternoon or the morning?
What is the evaporation rate (in mm/day) for a water body with net radiation = 200 W/m2 and air temperature = 25 deg C. Use the Priestley Taylor equation.
What is the relative humidity (in percent) if saturated vapour pressure is 4.2 kPA and the actual vapour pressure is 2.94 kPa?