(For review) Q1 (5 points): Determine the angular velocity, of the sprinkler. (Hint: Use polar coordinates).This is a rigid body problem.Ws=Weㅠ2d60W₁ ==Q2 (5 points): Determine the magnitude of the acceleration of B, |B|, if B is moving with a constant speed,VB =20ft/s of the sprinkler.BB== 23.32 ft52SinceaccelerationConstant speedis REF: Fon216+1commutangular acceleration is constant. The sprinkler shown consists of a pipe AB mounted on a hollow vertical shaft. The water comes in thehorizontal pipe at O and goes out the nozzles at A and B, causing the pipe to rotate. Letting d = 7 in.,Assume that the sprinkler does not roll on the ground.حBwwwwwww

Answered: Image /qna-images/answer/cc042466-0c82-44b5-88fd-bc950e5e2c93.jpg

Answered: Q1 (5 points): Determine the angular…

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

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The plunger diameter of a single-acting reciprocating pump is 115 mm and the stroke is 230 mm. The suction pipe is 90 mm in diameter and 4.2 m long. If cavitation takes place at the suction head of 4 m, the barometer stands at 10.3 m of water, and the water level in the sump is 3 m below the pump cylinder axis.1. Find the maximum allowable speed to operate the pump
As seen in Figure below, the water passing through the flanged connection system is discharged to the atmosphere from the outlets no. 2 and no. 3. Calculate the force acting on the flange in the x-direction according to the figures given in the figure. (Ignore the effect of gravity and the friction of the fluid with the wall).
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Basements that are prone to flooding are generally equipped with a sump pump, as illustrated in the image. (For purposes of illustration, the house above the basement has been removed, and dimensions have been distorted.) Water is diverted from the foundation, or wherever it seeps into the basement, to a small well in the floor. When needed, the submerged pump automatically switches on, pumping the water a height H above the pump through a pipe with diameter d. The pipe carries the water over the basement wall where it loses height hℎ and connects to a wider pipe, with diameter D, parallel to the ground. (Note the use of both lower-case and upper-case letters.) When the pump is operating, the flow rate is 0.929 L/s with an output pressure of 1.17×10^5 Pa. a. The water enters the pipe with an inside diameter d = 3.53 cm and rises to a maximum height H = 2.24m above the pump. What is the pressure, in pascals, at the maximum height? (Neglect frictional losses.) b. The pipe carries the…
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Problem 5: Given a Crucible with a base diameter (Din)of 8 mm and the length (L) of the attached half pipe is 10 mm and the height (H) of the crucible is 16 mm. If initially the Crucible is filled to the half with water and we tilt or incline this crucible with angle a until it begins to flow out of the shown structure. Calculate the volume flowrate of the water and the time to be empty. Note: if there is any missing parameter or information you can Assume it and solve the problem. Din Upright position tilted position

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