The water sprinkler, positioned at the base of a hill, releases a stream of water with a velocity vo as shown. Determine the point B(x, y) where the water strikes the ground on the hill. Assume that the hill is defined by the equation y = kx² and neglect the size of the sprinkler. Given: y- kr vo - 4.5 0.015 k = e = 60 deg

The water sprinkler, positioned at the base of a hill, releases a stream of water with a velocity vo as shown. Determine the point B(x, y) where the water strikes the ground on the hill. Assume that the hill is defined by the equation y = kx² and neglect the size of the sprinkler. Given: y- kr vo - 4.5 0.015 k = e = 60 deg

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

12-84
Assuming a container shown is large and losses are negligible, compute the distance where the free jet leaving horizontally will strike the floor when y=0.25H. H = 3 m.
Draw the right diagram for the problem. Show complete solution. Water at 60 F from a lake through 500 ft if 4in ID cast iron pipe at a water turbine 250 ft below the surface of the lake. After flowing from the turbine, the water is discharged into the atmosphere through a horizontal 50 ft section of the same pipe. The turbine power output is 10hp when the water in the discharged pipe is flowing at 5 ft/s. a. What is the turbine efficiency defined as the actual power output of the turbine divided by the power output that would be withdrawn if there are no friction within the turbine? b. If the turbine were by passed, what would be the flow rate of water through the 500 ft of 4in pipe?
The diameters of a pipe at the sections 1 and 2 are 0.1 m and 0.15 m respectively Find the discharge through the pipe if the velocity of water flowing through the pipe at section 1 is 5 m/s.
Please show me a walkthrough of the problem attached.
PLEASE NOTE ADDITIONAL THE OPENING AT POINT C IS INCLINED 30 DEGREES FIND MAXIMUM HEIGHT AND RANGE THAT WATER CAN REACH
15. Situation 15 - A liquid (SG = 0.920) is being pumped from a reservoir as shown. The pressures at points 1 and 2 are -8 psi and 44 psi, respectively. The rate of flow in the pipe is 0.714 ft3/s. Neglect energy (friction) losses in the system. Use x = 4 ft., y = 7 ft. Use 1 hp = 550 lb-ft/s. Efficiency of the pump is 91%. a. What is the output power of the pump, in hp? Round off to two decimal places. b. What is the head, in feet, in the pump? Round off to two decimal places. c. What is the input power of the pump, in hp? Round off to two decimal places.
8.) The pump shown draws water from reservoir A at elevation 10 m and lifts it to reservoir B at elevation 60 m. The loss of head from A to 1 is two times the velocity head in the 200 mm diameter pipe and the loss of head from 2 to B is ten times the velocity head in the 150 mm diameter pipe. Determine the rated horsepower of the pump and the pressure heads at 1 and 2 in meters when the discharge is 0.03 m3/sec. Answer: 9.86m and 61.323m Subject: Fluid Mechanic Lesson:Relative Equilibrium of Liquids Fundamentals of Fluid Flow
A hose discharges water from a tank as shown. Find the rate of discharge and the pressure head at point "B" if the hose has a uniform diameter of 6 inches. Assume that the energy loss in the hose due to friction is zero. All dimensions given in the diagram have units of feet. Show all your work in detail. B м 16'
Question 2: A Pelton wheel turbine is used in a hydroelectric plant to generate electric power. In this turbine, a high-speed jet with a velocity of V, impinges on buckets at a radial position of r, forcing the wheel to rotate. The Buckets reverse the direction of the jet, and the jet leaves the bucket making an angle B with the direction of the jet, as shown in the figure. Vi Shaft Vi Nozzle Vix y If the wheel has a counterclockwise angular speed of w, what would be a) the magnitude of fluid stream velocity leaving the bucket, V. What would be the velocity component in the horizontal direction, V? b) Assume the volumetric flow of water is Q and its density is p. Derive a formula for the torque applied on the wheel, T, from water. Derive a formula for power, W, that this wheel can deliver as a function c) of V,. B, w, r, and p. d) Wmax? At what angular speed, w, does the wheel delivers its maximum power,
If a turbulent water flows inside the piping system, the vertical distance h=30 mm, what is the velocity m/s of water at section A. Given that the area of A=3.1 A. A EGL HGL h
Number 3 question Complete solution and correct units pls. Draw the figures if necessary