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If maximum principal stress σ1 = 60 N/mm2, σ2 and σ3 of value zero act on a cube of unit dimensions, then the maximum shear stress energy stored in it would be
  • a)
    1800/G
  • b)
    600/G
  • c)
    1200/G
  • d)
    300/G
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
If maximum principal stress σ1 = 60 N/mm2, σ2 and σ3...
Shear strain energy
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Most Upvoted Answer
If maximum principal stress σ1 = 60 N/mm2, σ2 and σ3...
Is 60 MPa and minimum principal stress is 20 MPa, then the intermediate principal stress can be calculated using the formula:

Intermediate principal stress = (Maximum principal stress + Minimum principal stress) / 2

= (60 MPa + 20 MPa) / 2

= 40 MPa

Therefore, the intermediate principal stress is 40 MPa.
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If maximum principal stress σ1 = 60 N/mm2, σ2 and σ3 of value zero act on a cube of unit dimensions, then the maximum shear stress energy stored in it would bea)1800/Gb)600/Gc)1200/Gd)300/GCorrect answer is option 'B'. Can you explain this answer?
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