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Determine the hydraulic radius R for a rectangular open channel with dimensions of 6 ft wide and 4 ft high (side walls) flowing at a depth of 3 ft.
Solution: R = A/P
Cross-sectional area of flow A = (6 ft) (3 ft) = 18 ft2
Wetted perimeter P = (3 ft + 6 ft + 3 ft) = 12 ft
Note - the open channel is "flowing partially full". There is a 1 ft "freeboard" between the water surface and the top of the side wall.
Hydraulic radius R = A/P = 18 ft2/12 ft = 1.5 ft.
Determine the total head and total pressure of water flowing at in a pipe which has the following data: Flow= 2,500 gpm; Elevation = 30 ft; Pressure = 40 psi; Pipe Diameter =
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