If the wall in Fig. 4.29 is 4 m long, calculate the total force on the wall due to the oil pressure. Also determine the location of the center of pressure and show the resultant force on the wall. GURE 4.28 Problem 4.16.(sg = 0,86)FIGURE 4.29 Problem 4.17.Forces on Submerged Plane AreasFor each of the cases shown in Figs. 4.30-4.41, compute the mag-nitude of the resultant force on the indicated area and the locationof the center of pressure. Show the resultant force on the area andclearly dimension its location.Q Search3HERRACADwww

Name: If the wall in Fig. 4.29 is 4 m long, calculate the total force on the
Uploaded: 2024-03-20T06:56:55.000Z
Channel: Bartleby
Description: If the wall in Fig. 4.29 is 4 m long, calculate the total force on the wall due to the oil pressure. Also determine the location of the center of pressure and show the resultant force on the wall. GURE 4.28 Problem 4.16.(sg = 0,86)FIGURE 4.29 Problem

Given: Specific gravity of the oil→sg=0.86 So the density of the oil: →ρ=sg×1000…

Answered: If the wall in Fig. 4.29 is 4 m long,…

Engineering

Mechanical Engineering

If the wall in Fig. 4.29 is 4 m long, calculate the total force on the wall due to the oil pressure. Also determine the location of the center of pressure and show the resultant force on the wall.

International Edition---engineering Mechanics: Statics, 4th Edition

4th Edition

ISBN:9781305501607

Author:Andrew Pytel And Jaan Kiusalaas

Publisher:Andrew Pytel And Jaan Kiusalaas

Chapter8: Centroids And Distributed Loads

Section: Chapter Questions

Problem 8.90P: The hemispherical glass bowl is filled with water. Find the location y of the center of gravity of...

See similar textbooks

Similar questions

Calculate the magnitude of the resultant force on the indicated area and its locationNOTE: THE GATE IS CENTERED SG of oil: 0.85
Suppose there is a triangle-shaped window installed vertically on the side of a city under the ocean. Assume that the bottom of the triangle is 2,000 ft below the surface of the water. The density of sea water is 63.93 pounds per cubic foot. The top of the triangle is 10 ft wide, and the triangle is 5 feet tall and is symmetrical about its middle. Refer to the drawing below: Find the fluid force on the window due to the ocean. 10 5
2. water qurese 1smredius The corner of a floating body has a quarter cylinder AB having a length normal to the paper of 3 m (width of the floating body). Calculate the magnitude of the horizontal, vertical and total force on AB and the location of horizontal force (from the free surface) and the vertical force (from pt. A).
A unit span cylinder with radius “r” is submerged at depth “h0” in a fluid with the given “gamma”. Find the resultant force is on the cylinder in both “X” and “y”directions!
Safari File Edit View History Bookmarks Window Help A learn-us-east-1-prod-fleet02-xythos.content.blac Content https://learn-us-east-1-prod-fleet02-xythos.content.blackboardc Problem 4: For the figure below, compute the magnitude of the resultant force on the indicated area and the location of the center of pressure. Show the resultant force on the area and clearly dimension its location. 30° Orange (sg = 1.10) drink 3.0 m 4.6 m 2.4-m diameter 1.2 m Circular view port 6,441 3141503 FEB 2
3.6 A 125-mL cube of solid oak is held submerged by a tether as shown. Calculate the force of the water on the bottom surface of the cube and the tension in the tether. Patm Oil 0.5 msG = 0.8 Water 0.3 m Рз.6
One side dimension of a rectangular tank is 1.5 m and 2 m deep. The tank filled with oil of mass density of 920 kg / (m ^ 3). Calculate the resultant force on this vertical end and the depth of the centre of pressure from the top.
•:) A SPHE RICAL BALLoON IS FILLED WITH HELIUM to A MAXIMUM DIAMETER OF 3¢4 AT A 6AGE PRESSURE OF 8.18 in Ha and 28 TEMPERATURE - FIND THE MASS OF THE HELIVM loNTA INED INSIDE THE BALLOON.
May The tank in Fig. 2 is 3 m wide into the paper. Compute the hydrostatic (a) horizontal force component (b) vertical force component and (c) resultant force and its angle on the quarter-circle panel BC. Water 4 m C 4 m. B 6m
3. hydrostatic force on each of the four sides. A cuboid tank 8 m long, 4 m wide, and 2 m high is full of water. Find the
A semicircular plate of radius 5ft rests vertically on its diameter at the bottom of a pool filled with water to a depth of6ft. Assume that the water’s weight density is62.4lb/ft3.•Find the force exerted by the water against on side of the plate.
Example: A hemisphere projection of diameter 0.6 m exists on one of the vertical sides of a tank. If the tank contains water to an elevation of 1.5 m above the center of the hemisphere, calculate the vertical and horizontal forces. Water 1.5 m o0.6 m N 立