tion 7-4 1. A hydraulic jump occurs in a 40-ft-wide rectangular channel. If the upstream and downstream depths are 3.5 ft and 12.5 ft, respectively, determine (1) the flow lac. (2) the head loss, and (3) the power loss.

Q: A right-angled triangular channel carries a flow of 16,000 l/s. The Manning's n = 0.020 and the…

A:

Q: Q4:A discharge that passed through a twin culvert as a free surface flow, was recorded at a station…

A: To solve the given problem, we need to follow a systematic approach and apply principles of open…

Q: The maximum flow through a 90-degree V-notch weir is 7.0 ft/s. Determine the minimum depth of the…

A: Given: 90-degree V notch, Q = 7.0 ft3/s Determine the min. depth of weir notch, H = ?

Q: A square culvert is connected to the outlet point of the natural flow path for the 50yr return…

A: Given:  Design discharge Q= 3.6 m3/s Culvert length = 25 m  Slope S = 0.003  Darcy friction…

Q: Determine the Headloss at Pipe 1 in METERS b.) Determine the Headloss at Pipe 3 in METERS c.)…

A: Solution: Given : Length of pipes=500m Friction factor (f)=0.02 The flow rate in Pipe 1…

Q: 4. (a) Determine the critical depth of flow, ye, and specific energy, Ee, at the critical flow…

A: Given data : Width (B)=4.5 mDischarge (Q)=2.5 m3/s

Q: The specific discharge in a horizontal and rectangular channel is q = 1.44 m2/s and the water depth…

A: Given:q = 1.44 m2/sy1 = 1.28 mRequired:Maximum hump without choking effect

Q: A rectangular channel is 4 m wide, and it reduces to 2 m through a hydraulic structure. Assuring the…

A: The specific energy at the constriction is given as 6 m. Assuming choking occurs, we can use the…

Q: A trapezoidal channel has a bottom width of 6 m and a side slope of 1:1. The depth of flow is 2 m at…

A: Depth of flow y=2 m, Discharge Q=24 m3/s, Side slope = 1 : 1, Width B=6 m,   It is needed to find…

Q: A tar coated (n = 0.014) triangular channel has 45ᵒ sides and slope of 0.0004. Compute the normal…

A: Given data in question  Constant  Discharge  Side slope Bed slope To find out  Normal depth

Highway Drainage

Highway drainage is the process of extracting and regulating the excess surface water on the pavement by giving the desired slope. The construction of a highway drain helps to divert the water present on the surface, and sub-grade by the means of slope. Highway drainage systems are a necessary part of smooth functioning of traffic, since the highway drainage systems provide proper disposal of unwanted substances from the highways.