Class Work1. The tank shown in Figure 1. has a 4 m diameter plug at the bottom on the right. The height H ofwater is 7 m and at this height the plug will pop out at the top for the hydrostatic force exertedFor this condition, what will be the horizontal force P. required to keep the tank closed?Figure 1Figure 25mHFigure 32. In Figure 2, the wicket dam is used to hold water up to 5 m high and the dam is 3 m wide andis pivoted at its centre A. Determine the reaction force from the supporting member AB on thedam. Neglect the weight of the dam.60°WaterWater6 mPlugD = 4 mHingePHinge303. The gate ABC as shown in Figure 3 is hinged at C and is in the form of quarter-circle wallradius 6 m. If the width of the gate is 3.5 m, calculate the force required at support B to holdthe gate in position.50°BBAPGate 3.2 m 4. Calculate the curved panel BC hinged at B as shown in Figure 4 is a 60° arc, perpendicular tothe bottom at C. If the panel is 4 m wide into the paper, estimate the resultant hydrostatic forceof the water on the panel.Figure 4R = 3 mB60°Water0C5. Calculate the total hydrostatic force on the gate with width 2.5 m and pivoted at O; D is 3 m shownin Figure 5. The gate is composed of a lower curved section and an upper vertical section. Thecx², where c = 0.2.5 m¹. Also,curved section is parabolic and is described by the equation y =compute the height H, if a horizontal force P = 30 kN is applied to point A.Watery = (x²← PGateFigure 5

Name: Class Work1. The tank shown in Figure 1. has a 4 m diameter plug at t
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Description: Class Work1. The tank shown in Figure 1. has a 4 m diameter plug at the bottom on the right. The height H ofwater is 7 m and at this height the plug will pop out at the top for the hydrostatic force exertedFor this condition, what will be the horizo

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1. The tank shown in Figure 1. has a 4 m diameter plug at the bottom on the right. The height H of water is 7 m and at this height the plug will pop out at the top for the hydrostatic force exerted. For this condition, what will be the horizontal force P. required to keep the tank closed? Water Figure 1 H P Plug D = 4 m 50°

1. The tank shown in Figure 1. has a 4 m diameter plug at the bottom on the right. The height H of water is 7 m and at this height the plug will pop out at the top for the hydrostatic force exerted. For this condition, what will be the horizontal force P. required to keep the tank closed? Water Figure 1 H P Plug D = 4 m 50°

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 8.141RP: The thin-walled cylindrical can with a spherical dimple weighs 0.2 lb. Determine the force P...

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