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Q: diameter of sewer pipe 1.8m Depth of water = 1.6m Q = 2.5m/s Given: Compute the velocity.

A: The main idea here is to calculate the area of flow. Using the formula provided in the image below.

Q: Water flows steadily through a pipe junction as shown in the diagram. The velocities provided are…

A: Given Data Velocity in pipe-1 (V1) = 5 m/s  Velocity in pipe-3 (V3) = 12 m/s  Area of pipe-1 (A1) =…

Q: If a two dimensional flow field is defined as V= xi – yj then A The flow is occurring along a…

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Q: Q4. Water flows along the rectangular channel such that after it falls to the lower elevation, the…

A: h=0.3 m Channel width = 1.5 m  To find- 2) Volumetric discharge of the channel.

Q: Water flows from the inlet at point 1 to outlet at point 2 at 0.19 N/s. Assuming steady flow, and…

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Q: (b) A regulator was constructed to pass a Leliavsky discharge in a canal of depth equals to 2.2 m at…

A: Step 1: Derive a formula to calculate ( h_v ) or ( ΔH) Given:- Depth of the canal at upstream (u/s)…

Q: In the context of a sewer system, your objective is to find the optimal slope (SS) of a pipe to meet…

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Q: Dutflow is not equal to the value of q in volume per time unit. O True D False

A: Given data in question  Outflow Discharge q To find out  True or false

Q: Q2: If the flow in an open channel (Q) is a function of the side inclination (0), water depth (H),…

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Q: Determine the magnitude of force F that must be exerted on the handle at C to hold the 75-kg crate…

A: The magnitude of the force is the sum of all the forces acting on an object. The magnitude of a…

Q: With the empirical equations below, derive for the head loss equations with respect to discharge.…

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Q: The open tank contains water at 20 °C and is being filled through section 1. Assume incompressible…

A: Flow incompressibleFlow Q1 and Q3 are entering the tank and flow Q2 is exiting the tankInlet…

Q: The velocity in m/s at a point in a two-dimensional flow is given as V = +3₁. The equation of the…

A: Given data: The velocity of two dimensional flow, V→=2i+3j

Q: Consider the velocity field given by u = and v = - 2xy. Find the circulation around an area bounded…

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Q: A water jet of velocity 4.2 m/s and a cross-sectional area of 0.50 m2 strikes a curved vane, as…

A: Data given Flow velocity, V = 4.2 m/s Area of flow, A = 0.5 m2 Angle of split = 540 Solution Flow…

Q: 20 15 165 10 250 np curve in the form of quadratic equation. s installed in a pipeline to augment…

A: we will plot the pump characterstic curve from given databy the curve if Q =170L/shead developed =…

Q: A water stream flows into a tank with a diameter of 0.2 m at a flow rate to maintain the water level…

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Q: Water flows uniformly at a depth of 1.76m in a rectangular canal 6.2m wide, laid on a slope of 1.3m…

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Q: The rectangular canal shown in the figure below changes to a round pipe of diameter D as it passes…

A: Given: Required: Determine D in terms of b

Q: Q (5-2)/ Water flows uniformly in an earth rectangular cross section open channel. Data available…

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Q: Use the Cauchy-Reiman Eq. and Darcy’s Law in terms of the discharge potential to prove that the Φ…

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Q: Consider the velocity field given by u = and v =- 2xy. Find the circulation around an area bounded…

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Q: Q. No 3). A water supply pipe line is designed to supplying water to a nearby city. Determine…

A: Given head loss, X=2m Diameter , Y =169cm =1.69m L=1.3km= 1300 m

Q: The velocities recorded by current meter in a stream are given below. Find the discharge per unit…

A: bed depth m  0 1 2 3 4 5 velocity m/s 0 0.5 0.7 0.8 0.8 1   find  average velocity…

Q: Water flows under the sluice gate shown in the figure below. Determine the flowrate if the gate is…

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Q: Water flows at 150 ft³/s down a rectangular channel made of finished concrete. The channel has a…

A: Water flow=150ft3/sec Channel width=10ft Downward slope = 0.0002 manning's constant n=0.0012 Water…

Q: The velocity field for steady, incompressible, two-dimensional flow through a converging duct is:…

A: Given, Velocity, V = (U0 + bx)i - by  where, U0 and b are constants to determine streamline equation…

Q: Question 2 a. A two dimensional flow field is defined by y = y-x?. Sketch the streamlines: y = 0, y…

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Q: The stream function for a certain flow is o = x + 2y. Determine the velocity components and the…

A: Given , stream function =x+2y therefore the two velocity components ''u'' and ''v'' are given by:-…

Q: Water flows through a vertical contraction (venturi) section. Piezometers are attached to the…

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Q: A horizontal water jet impinges against a vertical flat plate at 33 ft/s and splashes off the sides…

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Q: Water flows out of a lake into steep slope wide rectangular channel (n 7) as shown below. The flow…

A: Given data There is a steep slope and wide rectangular channel with n=0.017 So=0.010 Draw the figure

Q: For a two dimensional flow field, the stream function Y is given as Y = -(²-x²). The magnitude of…

A: Given data: Stream function, Ψ=32y2-x2 Points, P1=0,3 and P2=3,4

Q: Consider the channel flow of Fig.. The fluid is water at 20°C. For the case in which dP/dx = −20,000…

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Q: A two-dimensional flow pattern is as shown in figure. Water is flowing out an opening with a…

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Q: A sluice gate, as shown in figure 01, is used to control the upstream water level in a 3 m wide…

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Q: unit for the coordinates is meters. the pathline that passes through the point (x-1 m, y=1 m) at…

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Q: A variable mesh screen produces a linear and axisymmetric velocity profile as indicated in the…

A: A variable mesh screen produces a linear and axisymmetric velocity profile for the airflowDiameter…

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.