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Atmospheric Pressure Can Support a Column of Water Up to 10 Meters High Form

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Welcome to our exploration of how trees transport water to Great Heights this is one of Nature's most remarkable engineering Feats allowing trees to move water up to Heights of over 100 met without any mechanical pumps let's start with some basic physics Concepts the hydrostatic pressure in a column of water is given by P equals r g where row is the density of water G is the acceleration due to gravity and H is the height for water row is approximately 1,00 kg per cubic meter and G is approximately 9.8 m/s squared consider a tree that's 35 M tall this is about the height of a 10-story building let's calculate the pressure needed to lift water to this height using our equation we get p equals approximately 1,000 * approximately 9.8 * 35 this equals approximately 343,000 pascals or about 3.4 atmospheres of pressure to put this in perspective this is more than three times the pressure in your car tires so how do trees overcome this pressure one key mechanis

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