Effect of Faucet Location on Water Discharge from a Tank

AI Thread Summary
The discussion revolves around the effect of faucet location on water discharge from a tank, specifically comparing a side faucet to one at the bottom center. The Torricelli equation, v=(2gz)^(1/2), is initially referenced to describe water flow. Participants agree that the primary difference lies in the height from which water is discharged, but the orientation of the faucet does not significantly impact the discharge rate. The consensus is that water pressure acts equally in all directions, supporting the notion that faucet placement is not crucial. Overall, the discussion confirms that the discharge behavior remains consistent regardless of the faucet's position.
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Homework Statement


This is more of a question:
In class, we solved an example with water leaving a tank from a faucet on the side and near the bottom. The result was v=(2gz)^(1/2)... the Torricelli equation. What I am wondering is if the solution would change if the faucet were located at the bottom center of the tank instead of the side.



Homework Equations


Bernoulli Equation



The Attempt at a Solution


The only change I can think of is the small difference in height between where the faucet was on the side of the tank and the new location on the bottom. That seems a little too simple and convenient, though. Any help is appreciated.
 
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Your theory sounds correct to me! Water pressure pushes equally in all directions so the orientation of the tap on the tank should not matter.
 
Yes. You are right.
 
Ok thank you!
 
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