Velocity of a water jet exiting a water tank drain tube

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Homework Help Overview

The discussion revolves around determining the velocity of water exiting a drain tube from a tank, with considerations of pressure, impulse, and momentum. Participants explore the implications of the term "initial velocity" in the context of fluid dynamics.

Discussion Character

  • Exploratory, Assumption checking, Conceptual clarification

Approaches and Questions Raised

  • Participants discuss using pressure to calculate force and then applying impulse and momentum to find velocity. There are questions about the interpretation of "initial" velocity and its implications for the problem setup.

Discussion Status

The discussion is ongoing, with participants seeking clarification on the original poster's attempts and the assumptions underlying the problem. Some guidance has been offered regarding the interpretation of terms, but no consensus has been reached.

Contextual Notes

There are indications that the problem may lack clarity in its assumptions, and participants express concern about the original poster's explanation of their attempts. The mention of Bernoulli's principle suggests a potential gap in knowledge that could affect the discussion.

WhiteyM
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Homework Statement
Is given: h, H0, d (diameter of the tube), D (diameter of the cylinder), l (length of the tube), L (length of the water jet), ρ.

a) What is the initial velocity of the water jet exiting the tube based on time? (formula)
b) What is the length of the water jet exiting the tube based on time? (formula)

[CHECK ATTACHMENT]
Relevant Equations
p=F/S
p=ρgh
I originally thought about working out the force F with which it pushes the water thru the tube using pressure, and after using impulse and momentum to get the initial velocity, but sadly it wasn't successful. If anyone can help, please.
 

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WhiteyM said:
I originally thought about working out the force F with which it pushes the water thru the tube using pressure, and after using impulse and momentum to get the initial velocity, but sadly it wasn't successful. If anyone can help, please.
Do you expect us to guess in what way it was unsuccessful? Please post your attempt, as required by the forum rules.
 
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The question did not make much sense to me until I realised that "initial" might not mean "when the flow starts". Rather, it might mean the velocity at the point of exit, rather than elsewhere in the stream, but at any time t after the flow starts.
 
If one is working from first principles without knowing Bernoulli's principle, this could be a daunting challenge.
 
The question seems a little open in its assumptions and a little closed in reply’s from the OP…
 
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