Structural Analysis
6th Edition
ISBN: 9781337630931
Author: KASSIMALI, Aslam.
Publisher: Cengage,
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- 1. Three reservoir A, B, and C are connected by pipelines 1, 2, 3 respectively which merges at a junction X. the elevation of reservoir A is 300 m and that of B is 285 m. The rate of flow from reservoir A is 1.4m³/s A) Compute the rate of flow in reservoir B B) Compute the rate of flow in reservoir C C) Compute the elevation of reservoir C EL 300 m Qb = 0.189 m³/s (receiver) Qc =1.211 m/s ELC = 148.93 m EL 285 m. VEL? Pipe 1 2 3 f 0.0157 0.0162 0.0177 diameter (mm) 800 600 450 Length (m ) 1500 450 1200arrow_forward4.61. Water flows at 11 m³/s in a rectangular channel of width 5 m. The slope of the channel is 0.1% and the Manning roughness coefficient is equal to 0.035. If the depth of flow at a selected section is 2 m, calculate the upstream depths at 20 m intervals along the channel until the depth of flow is within 5% of the uniform flow depth.arrow_forwardA wide river with a water surface elevation 1/8000 of depth of flow D. If the depth of flow in the river is decreased by one third and the surface slope is decreased by 40%. If he ratio of the discharge is 2.58. Determine the percentage change in discharge. A 70.25% B-61.24% C 61.24% D -70.25%arrow_forward
- A trapezoidal channel having side slopes of 1:1 and bed slope of 1 in 805 is required to carry a discharge of 0.001242 m3/min. Find the dimensions of the channel for minimum cross-section. Take Chezy’s constant as 50.arrow_forward1 Determine the normal flow depth (expressed to the nearest mm) in a rectangular channel 3m wide with a discharge of 3.5 m³/sec. The longitudinal slope is 0.0005 mm/mm'and Manning roughness factor is 0.013.arrow_forwardProblem 1: A constant head tank delivers water through a uniform pipeline to a tank, at a lower level from which the water discharges over a rectangular weir. If pipeline length 20 m, diameter 100 mm, roughness size 0.2 mm, length of weir crest 0.25 m, calculate the steady discharge and head over the weir crest. (take Cd = 0.6) %3D H.arrow_forward
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