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1. |
The following diagram represents the equation 12+ 32 1 3 = o2 for the von-mises condition.
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A. | n<img alt="The yield locus of Tresca criteria falls outside of Von-Mises criteria in given figure" class="alignnone size-full wp-image-265458" height="344" sizes="(max-width: 523px) 100vw, 523px" src="https://www.sanfoundry.com/wp-content/uploads/2020/01/mechanical-metallurgy-questions-answers-element-plasticity-theory-invariant-stress-strain-q3.png" srcset="https://www.sanfoundry.com/wp-content/uploads/2020/01/mechanical-metallurgy-questions-answers-element-plasticity-theory-invariant-stress-strain-q3.png 523w, https://www.sanfoundry.com/wp-content/uploads/2020/01/mechanical-metallurgy-questions-answers-element-plasticity-theory-invariant-stress-strain-q3-300x197.png 300w" width="523"/> |
B. | The yield locus of Tresca criteria falls inside the of the Von-Mises criteria |
C. | Both the Von-Mises and Tresca s method predicts the same yield stress for uniaxial stress |
D. | Both the Von-Mises and Tresca s method predicts the same yield stress for balance biaxial stress |
E. | The yield locus of Tresca criteria falls outside the of the Von-Mises criteria |
Answer» E. The yield locus of Tresca criteria falls outside the of the Von-Mises criteria | |