The water pressure depends only on the depth, not on the size or shape of the vessel. The pressure increases at about 1 atmosphere (or bar) every 10 meters.
Cylinder shape. A cylindrical shape that has a diameter of 24 feet and a depth of 4 feet has a volume of:Volume= 51.241 cubic meters= 51241000 cubic centimeters= 67.021 cubic yards= 1809.6 cubic feet= 3126900 cubic inches= 13536 U.S. gallons= 51241 liters
The formula for the volume of a cylinder isV = πr2h where r is the radius of the base and h is the height.Thus, the volume of water needed to fill said cylindrical pool to a depth of 6 feet would beV = π(7.5)2(6)V = 337.5π which approximately equals 1059.75 cubic feet.
Since the refrigerator is cubic, its width, height and depth are equal. Therefore, one of the refrigerator's sides is equal to the cube root of 25 = 2.92. Therefore, the width, height and depth of a 25 cubic feet refrigerator are 2.92 feet.
Technically, none. A square foot is a measure of area whereas it is the volume of water that is required. To convert from area to volume it is necessary to know the depth. A twelfth of a cubic foot will cover an area of one square foot to a depth of 1 inch. A cubic foot will cover it to a depth of 1 foot, 100 cubic feet will cover it to a depth of 100 feet.
The answer depends on the shape of the pool. If the pool is of uniform depth, then its volume is the surface area times the depth. If the surface area is measured in square feet, and the depth is measured in feet, then the volume is in cubic feet.1 cubic foot = 6.2288 Imperial gallons.
At 5,500 feet down, the pressure on the vessel would be 2,458.71 pounds per square inch.
approximately 0.8 bar
Cylinder shape. A cylindrical shape that has a diameter of 24 feet and a depth of 4 feet has a volume of:Volume= 51.241 cubic meters= 51241000 cubic centimeters= 67.021 cubic yards= 1809.6 cubic feet= 3126900 cubic inches= 13536 U.S. gallons= 51241 liters
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Approx. 62.42lbs and it all depends on the temperature, the salinity, at what depth and thus the pressure
Depth and temperature affect pressure by increasing the pressure as the depth increases. As depth increases, temperature often falls.
Water pressure increases as depth increases.
The greater the depth, the greater the pressure.
The pressure of a fluid generally increases with depth. This therefore means that at a specific depth the pressure of a fluid is constant.
Liquid pressure depends on depth. It can be calculated from liquid density times depth.
A tank is designed to hold the maximum hydrostatic pressure at the base -- based on the depth of the tank, the density of the material it holds, and maximum atmospheric pressure (with added margin for safety). A tank wall may be constructed with 'thicker' material at the base and 'thinner' material at the top, to save cost. The top of the tank need only support its own weight (plus safety margin). A pressure vessel must withstand the rated pressure at all points around the surface of the vessel.
The formula for the volume of a cylinder isV = πr2h where r is the radius of the base and h is the height.Thus, the volume of water needed to fill said cylindrical pool to a depth of 6 feet would beV = π(7.5)2(6)V = 337.5π which approximately equals 1059.75 cubic feet.