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Refer to the schematic shown. Two dog-bone samples, labelled 1 and 2, of a Cu-alloy are tested under tension at room temperature to points “E” and “P”, respectively. Subsequently, they are unloaded completely and metallographically polished. Brinell hardness testing was performed in the gauge section of the samples. Which one of the following can be inferred about the measured Brinell hardness number (BHN)?

A stress-strain curve with point E on the initial linear part and point P beyond the 0.2 percent offset line, in the plastic region

  • A.BHN of 1 \(\gt\) BHN of 2
  • B.BHN of 1 = BHN of 2
  • C.BHN of 1 \(\lt\) BHN of 2
  • D.A conclusion about BHN of samples 1 and 2 cannot be made, with the provided information

Answer: C

The inference is BHN of 1 \(\lt\) BHN of 2.

Point E lies on the linear elastic part of the curve, so sample 1 recovers completely on unloading and its microstructure is unchanged. Point P lies beyond the 0.2% offset yield point, so sample 2 has deformed plastically: the dislocation density has risen and the alloy has work hardened. After unloading, sample 2 keeps that strain hardening and so shows a higher Brinell hardness.

Polishing removes only the surface, not the bulk work hardening, so equal hardness is wrong; and enough information is given, since the two points sit on opposite sides of yield.

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