Stress and Strain Pressure Vessels

AI Thread Summary
The discussion centers on calculating the pressure indicated by a strain of 40 microstrain (με) in a pressure vessel given the Young's modulus of 290 GNm-2 and a yield stress of 500 MPa. The user seeks guidance on determining the Poisson's ratio, noting that the equation involves two unknowns. They propose assuming a Poisson's ratio of 0.3, typical for steel vessels, to simplify the calculation. However, they prefer to find a method to solve for the Poisson's ratio instead. Additional context or information may be necessary to fully address the problem.
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Homework Statement




82d09043-67a3-447f-b216-9c036a895713


E = 290 GNm-2
Yield Stress = 500 MPa

Q. What pressure would a strain of 40 με indicate?

Homework Equations


Hoop Strain. εθ = 1/E (σθ − νσz) = 1/E (pr/t − ν(pr/2t).

The Attempt at a Solution



I am looking for some direction on how to determine the poisson ratio with just the above information?

Given that the above equation has 2 unknown values. If i assign a poisson ratio of 0.3 which would logically not be a bad decision- as most vessels are steel! Then i can easily solve the above for p

But i prefer to understand a way of solving for V

can anyone help ?
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There seems to be some information about this problem missing from your posting ?
 
Nidum said:
There seems to be some information about this problem missing from your posting ?
i was trying to insert a screenshot
 
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