BeginnerTopic 13 of 100Materials & Chemical
Strain hardening
Plastic deformation increases dislocations and strength.
In depth
Cold working increases dislocation density, raising yield and hardness while reducing ductility: σ=Kεⁿ. Percent cold work %CW=(A₀-A_d)/A₀×100. Used in wire drawing and rolled sheets; reversed by annealing.
Key points
- Work-hardening exponent n
- Bauschinger effect
- Springback
ExampleDrawing copper wire can double its yield strength.
Strain hardening explains why cold working makes metals stronger, which is used in wire drawing, rolling and forming.
What is Strain hardening?
Plastic deformation increases dislocations and strength.
Why is it important to understand strain hardening?
Strain hardening explains why cold working makes metals stronger, which is used in wire drawing, rolling and forming.
What causes strain hardening?
Plastic deformation multiplies dislocations, which tangle and block each other, so more stress is needed to keep deforming.
Can strain hardening be reversed?
Yes. Annealing recovers and recrystallises the metal, restoring ductility and reducing hardness.
How is Strain hardening used in practice?
Typical applications include cold rolling a steel strip to increase its yield strength, forming a copper pipe that becomes harder during bending and understanding why a part that is overstrained becomes less ductile.
What should I learn before Strain hardening?
Study "Strengthening mechanisms" first (topic 12 of 100 in Materials & Chemical). It covers the groundwork this topic builds on.
What are the key points of Strain hardening?
Work-hardening exponent n. Bauschinger effect. Springback.
Can you give an example of Strain hardening?
Drawing copper wire can double its yield strength.
What comes after Strain hardening?
The next topic is "Recovery, recrystallisation and grain growth", which builds directly on this one.
How difficult is Strain hardening?
It is classed as Beginner in Materials & Chemical (topic 13 of 100). It is an entry-level topic. It relies only on basic school mathematics and the ideas introduced earlier in this discipline.