![]() ![]() Determine the hydrostatic force and the center of pressure on the gate. ![]() Round your answer to two decimal places. Edition) A vertical trapezoidal gate with its upper edge. Assume that the tank is full of water (The weight-density of water is 62.4 pounds per cubic foot. A vertical gate in a dam has the shape of an isosceles trapezoid 8 feet. What is the fluid force on the window? (Density of water sea water is 64. Find the fluid force on the vertical side of the tank, where the dimensions are given in feet. Find the fluid force on a rectangular metal sheet measuring 3 feet by 4 feet. ![]() What is the fluid force on the gate when the top of the gate is 4 meters below the surface of the water? 4 m 8 m 5 m 6 mĪ circular observation window on a marine science ship has a radius of 1 foot, and the center of the window is 8 feet below water level. Find the fluid force on the vertical side of the tank where the dimensions are given in. The tank is completely full of water.Ī vertical gate in a dam has the shape of an isosceles trapezoid 8 meters across the top and 6 meters across the bottom, with a height of 5 meters, as shown below. 507 Find the fluid force exerted on the bottom of the container.įind the fluid force on a rectangular metal sheet measuring 2 feet by 3 feet that is submerged in 5 feet of water.įind the fluid force on the vertical side of a rectangular tank with dimensions 5 ft. The end of a tank containing water is vertical and has the shape of a triangle with base 4 ft and height 6 ft. ![]() The fluid force can be found using the equation F = w ∫ a b h ( y ) l ( y ) d y \color(3)^2\right]-\\į = w ∫ a b h ( y ) l ( y ) d y = 62.4 ∫ 0 3 ( 3 − y ) ( 4 ) d y = 249.6 ∫ 0 3 ( 3 − y ) d y = 249.6 0 3 = 249.6 − = 249.6 ( 9 − 2 9 ) = 249.6 ( 2 9 ) = 1123.Presentation on theme: "Fluid Force Section 7.7."- Presentation transcript:Ģ Fluid Force Force = Density X Height X AreaĬommon Densities on pg. ![]()
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