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The Poisson's ratio for a certain material is zero. What is inferred from this statement?
1. The material is elastic
2. The material is rigid
3. The material is ductile
4. All of the above

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Correct Answer - Option 2 : The material is rigid

The correct answer is option 2) i.e. The material is rigid

CONCEPT:

  • Poisson's ratio: It is defined as the ratio of transverse strain to longitudinal strain in the direction of the stretching force.
    • When a material is stretched in one direction, it tends to get compressed in the direction perpendicular to the direction of the force. 
    • Thus, a longitudinal strain causes a transverse strain and vice versa.
    • Poisson's ratio is positive for tensile deformation and negative for compressive deformation.

Poisson's ratio, \(\nu =- \frac{ϵ_t}{ϵ_l}\)

Where ϵt is the transverse strain and ϵis the longitudinal strain.

EXPLANATION:

  • Poisson's ratio zero means that there either transverse or longitudinal strain does not take place in the material.
  • The material does not deform either in the lateral direction by the application of force or in the axial direction by the application of force.
  • This happens when the material does not deform i.e. the material is rigid.

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