Work hardening or strain hardening is a process through which the yield strength and hardness of a metal are increased by plastic deformation.
Consider the hypothetical stress strain curve shown below for a metallic specimen:
- The initial yield strength of the metal is Sigma_y.
- Suppose the specimen is loaded such that it follows line A-B . Line A-B represents the proportional or elastic limit of this specimen. If the load is released before point B is reached the specimen will return to its initial relaxed state at point A.
- The load continues to increase until point C on the curve is reached. The stress at this point is Sigma_ywh
- At this point the load is released and the specimen is allowed to relax. This is represented by the line C-D on the plot.
- The slope of line C-D is the Young’s Modulus (E), and is the same as that of line A-B.
- The strain at point D is the residual strain or the plastic strain.
- If the specimen is now reloaded, it will follow the line D-C. Note that Line D-C is longer than Line A-B. The elastic limit of the specimen has increased. The yield strength of the specimen has also increased form Sigma_y to Sigma_ywh.
- This increase in yield strength represents work hardening.
- Depending on the practical application, work hardening may be desirable, undesirable or inconsequential.
- The strengthening of the metal comes at the expense of reduction in ductility.