Find the resultant hydrostatic force on plate AB and its location from B. Gama water = 10 kN/m^3. The width of the plate is 1.5 m 2 m A 45° 2m B
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- One side of the container has a 03-m square door that is hinged at its top edge. If the container is filled with water, determine the smallest force F that must be applied to the bottom edge of the door to keep it closed.The cover in the figure is hinged at the center O and has a fixed width w = 5 m. The equation of the surface is x = y2 / a (a = 3 m), the depth of the water to the right of the cover is D = 4 m. Find the magnitude of the applied force (Fa) as shown. Take the density of water as 999kg / m3.16. A semi-circular plate whose radius is 3.6 m and its bottom diameter is 5.6 m from the water surface. What it’s the hydrostatic force acting on the plate?685.3 kN758.9 kN704.5 kN813.2 kN
- Consider the gate shown The gate has a width of 1 m. ρw = 1.0 Mg/m^3. Suppose that a = 2.5 m, b = 1.5 m, c = 1.35 m. Determine the magnitude of the resultant force acting on the gate ABC due to hydrostatic pressure.11. A metal plate has the shape of an equilateral triangle with a side length of 2 meters. It is submerged verticallyin water so that the base of the triangle is 5 meters below the surface of the water. How much hydrostaticforce is exerted against the plate due to the hydrostatic pressure of the water? this is the answer but I'm sure how to solve for it F = ρg(5sqrt(3) − 1) NA semicircular 40-ft-diameter tunnel is to be built under a 150-ft-deep, 800-ft-long lake. Determine the total hydrostatic force acting on the roof of the tunnel.
- The sluice gate shown is a circular arc of radius 6m and angle B=50o. The water level behind the gate flushes to the gate’s top most edge. Knowing that the length of the gate is 5m (dimension perpendicular to the paper), determine the total hydrostatic force acting on the gate. a) 694.73kN b) 637.65kN c) 630.66 kN d) 712.45kN e) NoneEMERGENCY!!!! The cover in the figure is hinged at the center O and has a fixed width w = 5 m. The equation for the surface is x = y2 / a (a = 3 m), the depth of the water to the right of the cover (D = 4 m). Find the magnitude of the applied force (Fa) as shown.Determine the location of the total hydrostatic force from thr bottom surface and the top surface acting on the 2m x 4m gate shown on the illustration.
- In the image shown, what is the resultant force acting on the 0.7m high and 0.7m wide triangular gate and its line of action?A water filled pipe has water flowing at v1= 5.90 m/s in a section of pipe where the diameter is d1= 20.2 cm and the pressure is known to be P1= 7.00×104 N/m2 above atmospheric pressure. a. If the pipe carries the water 3.5 meters up hill without any change in diameter, what is the new absolute pressure within the pipe? b. After flowing up the hill described above, the pipe narrows to 80% of its original radius, what will be the new water velocity (v2) in the pipe? c. What will be the absolute pressure (P3) in the smaller pipe? d. What is the volume flow rate through the smaller pipe?EMERGENCY!!!! The cover in the figure is hinged at the center O and has a fixed width w = 5 m. The equation of the surface is x = y2 / a (a = 3 m), the depth of the water to the right of the lid (D = 4 m). If the weight of the lid is neglected, it is necessary to keep the lid in balance. Find the size of the force (Fa) required, as shown. Take the density of the water as 999 kg / m3.