Determine the hydrostatic force in kN acting on an isosceles triangular plate
Q: Determine the hydrostatic force in kN acting on an isosceles triangular plate of base 6.45 m and…
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Q: Determine the magnitude and point of application of the horizontal and vertical compenents of the…
A: Given, Unit weight of water, γw=9.81KN/m3length, L=4.5mR1=2mR2=3mH=R1+R2=5Horizontal component of…
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Q: determine the center of pressure in m of an isosceles triangle plate of base 5 m and altitude 5 m…
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A: Dear Students
Q: An isosceles triangular plate of base 5 m and altitude 5 m is immersed vertically in an oil of…
A: Given Data The base of the plate is: B=5 m The altitude of the plate is: H=5 m The specific gravity…
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A: Given, b=5 fth=12 ft The specific weight of water γ=62.43 lbf/ft3
Q: Determine the total force in kN on an isosceles triangular plate of base 5 m and altitude 5 m when…
A: Given: An isosceles triangular plate = base 5 m and altitude 5 m Plate is immersed vertically in…
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A: absolute reading of the guage = patm = po+P mercury = 50 KPa + 13.6 *9.81*0.5 = 116.7 KPa
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Q: determine the hydrostatic force in kN acting in an isoceles triangular plate of base 9.11m and…
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Q: Express the hydrostatic force against one side of the plate as an integral and evaluate it.
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Determine the hydrostatic force in kN acting on an isosceles triangular plate of base 7.67 m and altitude of 14.41 m when the plate is immersed vertically in molasses (SG=1.5). The base of the plate is 1.742 m below the free surface of molasses.
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- Determine the hydrostatic force in kN acting on an isosceles triangular plate of base 6.45 m and altitude of 6.08 m when the plate is immersed vertically in molasses (SG = 1.5). The base of the plate is 2.7 m below the free surface of molasses.determine the hydrostatic force in kN acting in an isoceles triangular plate of base 9.11m and altitude of 8.14 m when the plate is immersed vertically in molasses (Specific Gravity= 1.5) the base of the plate is 1.325 m below the free surface of molasses.A barrel in the form of a frustum of a cone with a radius of 3m and 6m at the bottom and at the top respectively. It is 5m high and is 4/5 full of oil (0.83). Determine the a. Total hydrostatic force "F" acting on the wall of the barrel in kN and b. its line of action "s" from the bottom
- A cylindrical tank 2m diameter and 4 m long, with its axis horizontal, is half filled with water and half filled with oil of density 880 kg/m3. Determine the location of the hydrostatic force from the top of the cylinder. Express your answer in two decimal place and in terms of m.Determine the total force in kN on an isosceles triangular plate of base 5 m and altitude 5 m when the plate is immersed vertically in an oil (s-0.80). The base of the plate is 1 m below the free water surface.If the base of the triangles is 1m below the surface of 20 degrees Celsius of water, determine the hydrostatic force in kilo -newton on one side of the gate. The base and height of the triangular gate is equal to 4m and 3m respectively
- A circular plate 3.0 m diameter is immersed in water in such a way that the plane of the plate makes an angle of 60 degrees with the free surface of water. Determine the position of the center of pressure from the free surface when the upper edge of the plate is 2 m below the free water surface.Consider the hemispherical gate attached to a cylindrical buoy as shown in the figure. The thickness of and weight of the cable connecting the buoy and the gate are negligible. Which of the following is the volume above the hemispherical gate that is needed in the calculation of the vertical component of the resultant hydrostatic force acting on it? 4m Y? 3 m Select one: O a. cylinder up to the liquid surface O b. cylinder up to the liquid surface minus the hemisphere O c. cylinder up to the bottom surface of the buoy O d. cylinder up to the bottom surface of the buoy minus the hemisphereA square plate of surface area 9.2 square meters is held vertically in water. Determine the total pressure force on the surface and the center of pressure if its upper edge is 3 m below * the surface of water Free surface of water 3. 3m,
- A hemispherical plate with diameter 10 ft is submerged vertically 1 ft below the surface of the water. Express the hydrostatic force against one side of the plate as an integral and evaluate it. (Round your answer to the nearest whole number. Recall that the weight density of water is 62.5 lb/ft3.)A plate in the shape of an isosceles right triangle with side length 4 meters is submerged in water sothat its hypotenuse is facing down, and its right angle vertex is level with the surface of the water. Findthe hydrostatic force on one side of the plate. How can I properly set up the intergral. I thought the answer should be about 147929 N but I could be wrong.A submerged horizontal flat plate is suspended in water by a string attached at the centroid of its upper surface. Now the plate is rotated 45° about an axis that passes through its centroid. Discuss the change in the hydrostatic force acting on the top surface of this plate as a result of this rotation. Assume the plate remains submerged at all times.