Structural Analysis
6th Edition
ISBN: 9781337630931
Author: KASSIMALI, Aslam.
Publisher: Cengage,
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A contracted rectangular weir (length 15 ft) discharges water under a head of 147/16 in. Determine: a) the discharge by the Francis Correction applied to the Rehbock Formula and by the Cone Formula b) percent difference from the cone Formula.
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- Find the discharge over a 75 degree V-notch weir if H = 6 inchesarrow_forwardA contracted from the two ends sharp-crested weir is installed in a channel and has a crest heigh of 7.2 m and a crest effective length of 4 m. The discharge coefficient (Cd) is 1.81. At design flow, a 1.1 m static head develops upstream of the weir. Determine the crest height of a non- contracted-90°-V-notch (replacement) weir with Cd =2 that would discharge the same design flow rate without raising the upstream flow depth in the channel. Yarrow_forwardDetermine the required length of a contracted weir similar to that shown in Fig. 14.17(b) to pass 15 ft³/s of water. The height of the crest is to be 3 ft from the channel bottom, and the maximum head above the crest is to be 18 in.arrow_forward
- A sharp-crested suppressed rectangular weir 1m long and a standard 90- degree V-notch weir are placed in the same weir box with the vertex of the V- notch weir 150mm below the crest of the rectangular weir. Determine the head on the rectangular weir. Determine the head on the rectangular weir when their discharges are equal. Use Francis Formula.arrow_forward13. Find the discharge over the sharp- crested weir shown below. Weir crest Channel invert 1.25' 0.82' 1.75' 2.50' 4.00'arrow_forward
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