Question

Components of a 2-D stress tensor in Cartesian coordinate are σxx=5.0MPa,σyy=10.0MPa\sigma_{xx} = 5.0\,\text{MPa}, \sigma_{yy} = -10.0 \, \text{MPa}, and τxy=2.0MPa\tau_{xy} = 2.0 \,\text{MPa}. The traction vector (T\vec{T}) in MPa acting on a plane having outward normal n^=32i^12j^\hat{n} = \frac{\sqrt{3}}{2} \hat{i} - \frac{1}{2} \hat{j} is

MCQ

T=3.33i^6.73j^\vec{T} = 3.33\hat{i} - 6.73\hat{j}

T=3.33i^+6.73j^\vec{T} = 3.33\hat{i} + 6.73\hat{j}

T=1.73i^6.73j^\vec{T} = 1.73\hat{i} - 6.73\hat{j}

T=1.73i^+6.73j^\vec{T} = 1.73\hat{i} + 6.73\hat{j}

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