Why is length independent of young modulus ?

AI Thread Summary
Young's modulus is defined as the ratio of stress to strain, which is independent of the original length of the material. Changes in length due to applied stress will vary with different original lengths, but the ratio of change in length to the original length remains constant. This means that while the absolute values of stress and strain may differ with varying lengths, the calculated Young's modulus does not change. Therefore, the original length does not factor into the Young's modulus formula. The relationship holds true across different materials and dimensions.
Ysondh
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If young modulus = stress/strain
Wouldn't a different original length affect the value of young modulus ?
 
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Where does original length figure in the definition or formula for YM?
 
Ysondh said:
If young modulus = stress/strain
Wouldn't a different original length affect the value of young modulus ?
With a different original length, there will also be a different change in length, so the ratio of the change in length to the original length stays the same.
 
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