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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.For a gage pressure at B of -0.15 bar, find the relative density of the gage liquid A in the figure.ii. If the surface tension of the drop be 42.27x103 N/m, find the pressure difference of the drop
- given that the standard atmospheric pressure is 1430 psf, find the densityA balloon weighs 270 lbs and has a volume of 14,900 ft3 is filled with helium, which weighs 0.0112 lb/ft3 at the temperature and pressure of the air, which weighs 0.0807 lb/ft3 . What load will the balloon support?Find a) the total force on gate AB in KN and b) the position of the center of pressure in m with respect to the bottom of the pond. Assume that the gate is 8 feet wide, that 1ft = 0.3048m, and that 1PSI = 6897.1 Pa
- An inclined tank contains three different liquids A, B and C with specific gravitiesof 0.80, 1.00 and 13.6, respectively. What will be the pressure on the bottom ofthe tank if the liquid surfaces are at the elevations shown?Q2/A rectangular plate of AB 1.2 meter by 5-meter size is immersed in water. The plane of the plate is inclined at 45° with free water surface and the end of plate at(B) a depth of 5 meters from water surface. Find the total pressure on the plate and the position of center of pressure.To what depth would a container of engine oil (sg=0.878) have to be filled to yield the same pressure at the bottom of a container with 8.25in of mercury (sg=13.55) ?
- Determine the gage pressure inside a soap bubble of diameter 6 cm at 20°C. Take the surface tension of soap water at 20°C as σs = 0.025 N/m. Find the gage pressure (in Pa)A open tank contains water upto a depth of 2 m and above it an oil of specific gravity 0.9 for a depth of 1 m. Find the pressure intensity (i) at the interface of the 2 liquids, and (ii) at the bottom of the tank.If in figure , the pressure at m is 20 lb per sq.in., what is the corresponding pressure at n when z = 8 in? oil (sg. = 0.80)