Yield vs elasticity in aluminum

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SUMMARY

This discussion focuses on the yield and elasticity characteristics of 2024 aluminum in the T42 state, specifically how to quantify elastic stretch versus yield after the yield point is exceeded. It emphasizes the need for empirical determination of the relationship between additional yield and elastic strain. Key concepts include uniform elongation, the strain at which necking begins, and the significance of Young's Modulus in defining a new elastic limit post-yield. References to relevant literature are provided for further understanding.

PREREQUISITES
  • Understanding of material properties, specifically yield strength and elastic modulus.
  • Familiarity with aluminum alloys, particularly 2024 aluminum in the T42 state.
  • Knowledge of strain concepts, including uniform elongation and necking.
  • Basic principles of work hardening and its effects on material deformation.
NEXT STEPS
  • Research empirical methods for measuring yield and elastic strain in metals.
  • Study the effects of work hardening on 2024 aluminum through bending tests.
  • Learn about Young's Modulus and its application in defining elastic limits in materials.
  • Examine case studies or literature on the mechanical properties of aluminum alloys.
USEFUL FOR

Engineers, materials scientists, and metallurgists involved in the processing and application of aluminum alloys, particularly those working with 2024 aluminum in structural applications.

Ivan Seeking
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I have an application that involves forming 2024 aluminum in the T42 state. I need to determine [approximate] the amount of elastic stretch vs yield once the yield point has been exceeded. In other words, once beyond the yield point, how much of the strain results in addional yield, as opposed to additional elastic strain. As near as I can tell so far this will have to be determined empirically.

Additionally, I need to get a handle on the degree of work hardening [relative to the T value] that occurs with each bend.

Any information provided is greatly appreciated.
 
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Last edited by a moderator:
Aha! The return path follows the elastic slope. So Young's Modulus remains constant and a new elastic limit is defined.

Thank you very much, Astro. This was most helpful.
 

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