find the fluid force on the vertical side of the tank triangle

Orient the rod so it aligns with the x -axis, x -axis, with the left end of the rod at x = a x = a and the right end of the rod at x = b x = b ( Figure 6.48).

We can use integration to develop a formula for calculating mass based on a density function. We then turn our attention to work, and close the section with a study of hydrostatic force. Let’s begin with a look at calculating mass from a density function. In this section, we examine some physical applications of integration.

6.5.5 Find the hydrostatic force against a submerged vertical plate.

6.5.4 Calculate the work done in pumping a liquid from one height to another.

6.5.3 Calculate the work done by a variable force acting along a line.

6.5.2 Determine the mass of a two-dimensional circular object from its radial density function.

6.5.1 Determine the mass of a one-dimensional object from its linear density function.

What is the fluid force on the window? (Density of water sea water is 64. 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. 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. Presentation on theme: 'Fluid Force Section 7.7.'- Presentation transcript:Ģ Fluid Force Force = Density X Height X AreaĬommon Densities on pg.

Find the fluid force on the vertical side of the tank triangle