Atmospheric Pressure Can Support a Column of Water Up to 10 Meters High Form
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People also ask
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What is the barometric height of water column?
Water barometer: A barometer in which the changes of atmospheric pressure are indicated by the motion of a column of water instead of mercury. It requires a column of water about thirty-three feet in height. -
How high can atmospheric pressure support a column of water?
The atmospheric pressure would be capable of sustaining a column of water 33.9 feet in height. If a pump could produce a perfect vacuum, the maximum height to which it could lift water at sea level would be 33.9 feet, as shown in Example 1. -
Can atmospheric pressure can support a column of water up to 10 meters high but plants can move?
Atmospheric pressure can support a column of water up to 10 meters high. But plants can move water much higher, the sequoia tree can pump water to its very top, more than 100 meters above the ground. Until the end of the nineteenth century, the movement of water in trees and other tall plants was a mystery. -
What would be the pressure at the bottom of 10 foot tall column of water?
Ten feet of water would exert a pressure of 10 X . 433 4.33 pounds per square inch. The same relation of height to pressure holds true, no matter what the area of vertical liquid column. -
What is the pressure head in Metres of water exerted by the atmosphere?
Under normal atmospheric condition of 15°C, the atmospheric pressure is equal to the pressure generated by 760 mm of mercury or 10.33 m of water. -
What is the height in meters of a column of water at 10oc equivalent to a pressure of 1 atm?
The length of water column that exert 1 atm pressure is 10.3 m. Here, P is the pressure, d is the density of water, g is acceleration due to gravity and h is height under water. and P = 101325 Pa. Thus, the length of water column that exert 1 atm pressure is 10.3 m. -
What is the atmospheric pressure in column of water?
Measurement based on the depth of water One atmosphere (101.325 kPa or 14.7 psi) is also the pressure caused by the weight of a column of freshwater of approximately 10.3 m (33.8 ft).
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