Engineering Calculating Poisson's Ratio: Young, Bulk, & Relation

AI Thread Summary
The discussion focuses on understanding the relationship between Young's modulus, Bulk modulus, and Poisson's ratio for calculating the latter. Participants point out that a specific formula can be used to derive Poisson's ratio from the other two moduli. A reference to a Wikipedia table of conversion formulas is provided for clarity. One user successfully applies the formula (3*K-E) / 6K to arrive at the correct answer. The conversation highlights the importance of these relationships in material science calculations.
joemte
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Homework Statement
Given that the sample of PVC has a Young's modulus of 3.3GPa and a Bulk modulus of 4.6GPa Calculate Poisson's ratio
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I've never really heard of Young, Bulk, or Poisson's ratio before. I have done some research but I can't seem to find the relationship between the three in order to calculate Poisson's ratio. Could someone please point me in the right direction?

Thanks
 
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Hi,

Yes I have individually researched Bulk, Young, and Poisson's ratio, but from what I've researched I am not sure how to apply it all to calculate Poisson's ratio with the information I have been given in the question.
 
Well, there is a formula in that reference that will enable you to calculate PR given Young's and Bulk moduli. As to "understanding how to apply it all", I couldn't tell you off the top of my head how that formula is derived, but there it is and you can use it.
 
Hi Chester,

Thank you I didn't see this table, the following formula provided me with the correct answer:

(3*K-E) / 6K
 
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