For the crank in the figure below and loaded as shown, determine the location of maximum stress and draw the stress element with the appropriate normal and shear stresses. Also determine the three principal stress (0₁, 02 and, 03) using Mohr's circle. Assume the rod has a uniform solid circular cross-section throughout the length. In addition, determine the deflection of point A due to the given loading using superposition in the x, y, and z directions as indicated by the coordinate system shown with the figure. For material properties, use E = 200 [GPa] for the modulus of elasticity and v = 0.3 for Poisson's ratio. 1500N 200 mm 250 mm 1000N A 25mm diameter round rod bent into the crank 100 mm B X N y
For the crank in the figure below and loaded as shown, determine the location of maximum stress and draw the stress element with the appropriate normal and shear stresses. Also determine the three principal stress (0₁, 02 and, 03) using Mohr's circle. Assume the rod has a uniform solid circular cross-section throughout the length. In addition, determine the deflection of point A due to the given loading using superposition in the x, y, and z directions as indicated by the coordinate system shown with the figure. For material properties, use E = 200 [GPa] for the modulus of elasticity and v = 0.3 for Poisson's ratio. 1500N 200 mm 250 mm 1000N A 25mm diameter round rod bent into the crank 100 mm B X N y
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