Strain hardening exponent
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The strain hardening exponent (also called the strain hardening index), usually denoted , a constant often used in calculations relating to stress–strain behavior in work hardening. It occurs in the formula known as Hollomon's equation (after John Herbert Hollomon Jr.) who originally posited it as
where represents the applied true stress on the material, is the true strain, and is the strength coefficient.
The value of the strain hardening exponent lies between 0 and 1, with a value of 0 implying a perfectly plastic solid and a value of 1 representing a perfectly elastic solid. Most metals have an -value between 0.10 and 0.50.
Tabulation[]
Material | n | K (MPa) |
---|---|---|
Aluminum 1100–O (annealed) | 0.20 | 180 |
2024 aluminum alloy (heat treated—T3) | 0.16 | 690 |
5052-O | 0.13 | 210 |
Aluminum 6061–O (annealed) | 0.20 | 205 |
Aluminum 6061–T6 | 0.05 | 410 |
Aluminum 7075–O (annealed) | 0.17 | 400 |
Brass, Naval (annealed) | 0.49 | 895 |
Brass 70–30 (annealed) | 0.49 | 900 |
Brass 85–15 (cold-rolled) | 0.34 | 580 |
Cobalt-base alloy (heat-treated) | 0.50 | 2,070 |
Copper (annealed) | 0.54 | 325 |
AZ-31B magnesium alloy (annealed) | 0.16 | 450 |
Low-carbon steel (annealed) | 0.26 | 530 |
4340 steel alloy (tempered @ 315 °C) | 0.15 | 640 |
304 stainless steel (annealed) | 0.450 | 1275 |
References[]
- ^ J. H. Hollomon, Tensile deformation, Trans. AIME, vol. 162, (1945), pp. 268-290.
- ^ Callister, Jr., William D (2005), Fundamentals of Materials Science and Engineering (2nd ed.), United States of America: , p. 199, ISBN 978-0-471-47014-4
- ^ Kalpakjian, S (2014), Manufacturing engineering and technology (2nd ed.), Singapore: , p. 62
- ^ "41.2 Roll Formed Aluminum Alloy Components". ASM handbook (10th ed.). Materials Park, Ohio: ASM International. Handbook Committee. 2005. p. 482. ISBN 978-0-87170-377-4. OCLC 21034891.
External links[]
Categories:
- Mechanical engineering
- Solid mechanics
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