Elements Of Electromagnetics
7th Edition
ISBN: 9780190698614
Author: Sadiku, Matthew N. O.
Publisher: Oxford University Press
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- A joining elbow on horizontal plane is shown in the figure. The fluid is water and assumed to be ideal. Pipe 2 is open to the atmosphere. The flow velocity of pipe 2 is given as Uz = [2+ (k/10)] m/s, and pressure at pipe 3 is p3 = 1.6 + k/ 4 kPa. (k=5) a) Calculate the flow velocity at pipe 3 (u3 = ?) b) Calculate the discharge and flow velocity of pipe 1 (Q = ?, ui = ?). c) Calculate the pressure at pipe 1 (p. = ?). d) Calculate the x and y components of the net force acting on the joining elbow by the fluid. Draw the force vector. Atmosfer dz-25 cm d;=40 cm d;=25 cm 3 300arrow_forwardHeavy machine tool lubricating oil (ref. Appendix C applied fluid mechanics) is pumped through six rectangular slots in a heat exchanger (oil flows in the white rectangles in section view a-a) as shown below. You may assume that the oil flows through the heat exchanger with a constant temperature of 40°C. If the flow rate from A to B is 3 cm³/sec determine the Reynolds number for the oil flow. Is the flow laminar or turbulent?arrow_forwardQuestion 2A large vat contains water, which contains a drainage pipe at a height h1, as shown infigure 2. The drainage pipe has a length L. = 0.4 m, and a radius R = 15 mm, and releaseswater to the atmosphere at a flow rate Q. The connection between the pipe and the vatwall has a loss coefficient of KL = 0.8.Point A is in the middle of the tank at a height, hi.You can assume that the flow in the drainage pipe is fully developed and laminar. The density of water is p = 1000 kg/m° and the viscosity is u = 1 mPa.s. The acceleration due to gravity is 9.81 m/s? a) Find an expression for the pressure at point A.b) Find an expression in terms of Q, L, d, K, p and u for the pressure losses along the pipe (including the losses at the inlet and exit).c) If the flowrate out of the drainage tank is Q = 50 L/min, find ho. You may assumeany change of ho with time is negligible.arrow_forward
- Problem 5. A horizontal rough pipe with surface roughness of 1.5 × 104 m is used to transport pressurized air at a flow rate of 7 × 102 m³/s. The design guidance requires that the pressure drop must be no more than 4.2 kPa per 50 m length of the pipe. Determine the minimum diameter of the pipearrow_forwardThe diagram shown illustrates the flow in a circular metal duct 20 feet long. The duct has a sudden contraction at the inlet and sudden expansion at the outlet. The diameter of the duct is 10 inches and the flow rate is 600 cfm. The duct is such that both ends have area ratio of 0.6. Thus A2/A1 = A3/A4 = 0.6. Calculate: Total pressure loss in the duct (in. wg.).arrow_forwardProblem 1 – A laminar flow fluid of known density (ρ) and viscosity (μ) flows between twoparallel plates with different velocities in the same direction. The top plate has a velocity Utop inthe positive x direction. The bottom plate has a velocity Ubot in the positive x direction. The twoplates are a distance of “a” apart. There is a pressure gradient in the x direction ( ). Derivean expression of the velocity and shear stress profiles between the two platesarrow_forward
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