The major and minor principal stresses at a point are 3MPa and -3MPa respectively. The maximum shear stress at the point is

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  1. Zero
  2. 3 MPa
  3. 6 MPa
  4. 9 MPa

Answer (Detailed Solution Below)

Option 2 : 3 MPa
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Concept:

When two stress are acting at a point, the maximum shear stress(τmax) is given by

\({\tau _{max}} = \frac{{{σ _1} - {σ _3}}}{2}\)

σ1 = Major principal stress

σ3 = Minor principal stress

Calculation:

Given:

σ1 = 3 MPa

σ3 = -3 MPa

\({\tau _{max}} = \frac{{{3} - {(-3)}}}{2}\)

3 MPa

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