Determine the weight per meter of length of the semi-circular gate shown below that would maintain the water depth at 4m.
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- A rectangular sluice gate is situated on the vertical wall of lock. The vertical side of the sluice is (d) meters in length and depth of centroid of area is (P) meter below the water surface. Prove the depth of pressure is equal to = P + 12 P X= P •G d. to %3DIn the figure shown below, calculate the horizontal pressure, in psf, acting at the face of the dam at 6 meters depth. 12 m LNININThe A have 4.8 m wide sluice gate "ab" shown, tangent to vertical wall at "a", holds back Water. The surface of the gate in contact with the water can be taken as part of a cylinder with radius of B at 4.5m. The angle (theta) is C at 31°. Determine the following: a. Horizontal force acting on curve b. Location of horizontal force from the water surface. c. Total Force on the curve I W.S. Im
- Find the horizontal pressure acting at the face of the damn at 20ft depth.Determine the hydrostatic force exerted by the water on the bottom and sidewall of the pool of width 12 ft. D. 3 ft 8 ft 20 ftThe water-gate articulated in point B and inclined at an alfa angle to the horizontal retains an H level of water. The gate is blocked by a cable which is anchored in the lower part of the dam. It is required to determine the force necessary to open the gate. The width of the water gate is 1 m.
- 3. The length of submerged gate AB is 7 m. Determine the amount of horizontal and vertical components of the total resultant force acting on the gate. Water 60 snipesQuestion 1 . Find the pressure force and the acting point to the rectangular gate fort the waters depths 3 and 6 m. Gate is 5 m width. Draw the pressure diagrams. 3m 3m KIIII Gate 3m= 1045 kg/m³), it's size 5 m long, 3 m wide and 1.4 m high. The depth of immersion A rectangular block float in sea water (Psea water of the block is 0.5 m in sea water. Determine the metacentric height, if the center of gravity is 0.7 m above the bottom of the block.
- 8.122 The 12-ft wide quarter-circular gate AB is hinged at A. Determine the contact force between the gate and the smooth surface at B due to water pressure acting on the gate. Use y- 62.4 Ibvn for water.1- The flow of water from a reservoir is controlled by a5-ft-wide L-shaped gate hinged at point A, as shown in Fig. If it is desired that the gate open when the water height is 12 ft, determine the hydrostatic and find its point of acting. (w for water = 62.4 Ib: /ft') Gate Is n 12The 5-m wide sluice gate “ab” shown, tangent to the vertical wall at “a”, holds back water. The surface of the gate in contact with the water can be taken as part of a cylinder with radius 4 m. a. Determine the horizontal force acting on the curve. b. Determine the total force on the curve. c. Determine the location of the vertical force from pt. “a”.