I want to know the explanation of this problem

AI Thread Summary
The discussion centers on calculating the pressure difference in a cylindrical jet of water due to surface tension. The initial formula presented, ΔP = σ/r, was questioned, with a suggestion that it should be ΔP = 2σ/r instead. However, the participant later acknowledged a misunderstanding and confirmed the correct application of the formula. The surface tension of water is given as 0.0718 N/m, and the diameter of the jet is 4mm. The conversation highlights the importance of understanding the principles behind fluid dynamics and surface tension in pressure calculations.
Amr719
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Homework Statement


By How much does the pressure in a cylinderical jet of water 4mm in diameter exceed the pressure of the surrounding atmosphere if the surface tension of water is 0.0718 N/M?

Homework Equations

The Attempt at a Solution


ΔP= σ/r=0.0718/2*10^-3 , This is the answer I have but I don't understand from where did he get this law . Isn't it supposed to be ΔP= 2σ/r instead ?[/B]
 
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Amr719 said:

Homework Statement


By How much does the pressure in a cylinderical jet of water 4mm in diameter exceed the pressure of the surrounding atmosphere if the surface tension of water is 0.0718 N/M?

Homework Equations

The Attempt at a Solution


ΔP= σ/r=0.0718/2*10^-3 , This is the answer I have but I don't understand from where did he get this law . Isn't it supposed to be ΔP= 2σ/r instead ?[/B]
On what basis do you feel it should be ΔP= 2σ/r?

Chet
 
Chestermiller said:
On what basis do you feel it should be ΔP= 2σ/r?

Chet
Sorry I was wrong , I understand it now
 
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