The 18 ft long gate of the figure below
Web3 Apr 2014 · 6. Gate AB in fig. is 4.8m long and 2.4m wide. Neglecting the weight of the gate, compute the water level h for which the gate will start to fall. CG Solution: Area (A) = 2.4xh/Sin60 = 2.77h m2 Location of CG ( ̅) = h/2 m Resultant force on gate (F) is 2 ̅ = 9810x2.77hxh/2 = 13587h N M.I. about CG 3 4 = 0.308h m Web(a) F1 = Click here to enter or edit your answer (b) y1 Click here to enter or edit your answer 12 - Wegglab The 18-ft-long gate of the figure below is a quarter circle and is hinged at H. Determine the horizontal force, P, required to hold the gate in place.
The 18 ft long gate of the figure below
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WebA free body of the lower part of the tank (cut by a horizontal plane just above level BC) will indicate a downward force on area BC of 179,700 lb, vertical tension in the walls of the tank, and the reaction of the supporting plane. The reaction must equal the total weight of … Web6 Mar 2016 · 22. Each gate of a lock is 6m high and is supported by two hinges placed on the top and the bottom. When the gates are closed, they make an angle of 1200 . The width of the lock is 7m. If the water levels are 5m and 2m at upstream and downstream respectively, determine the magnitude of forces on the hinge due to the water pressure.
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WebView the full answer Transcribed image text: The 18-ft-long gate of the figure below is a quarter circle and is hinged at H. Determine the horizontal force, P, required to hold the … WebThe 18-ft-long lightweight gate of Fig. P2.117 is a quarter circle and is hinged at H. Determine the horizontal force. P. required to hold the gate in place. Neglect friction at the …
Web28 Jan 2024 · The 2 inch by 2 inch by 12 ft spar buoy from the figure has 5 lbm of steel attached and has gone aground on a rock. If the rock exerts no moments on the spar, compute the angle of inclination $\theta$
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