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- The bar in the attached picture has a thickness of 16mm and a total width of 48mm. The pin has an diameter of 11mm.....I need the answer as soon as possibleDirect a key d the Hub Shear plane Hub Key F2 y, or anical F1 T=Torque Shaft T=F(D/2) F = Force of shaft on key F= Force of hub on key Side view -D Shaft diameter End view Shear Shaft plane Hub F1 Key F2 Shear area = A, = bxL %3D Enlarged view of key Pictorial sketch of key, shaft, and hub Ноу
- 6.14 Determine the nodal displacements and the element stresses, including prin- cipal stresses, due to the loads shown for the thin plates in Figure P6-14. Use E = 105 GPa, v=0.30, and r = 5 mm. Assume plane stress conditions apply. The recommended discretized plates are shown in the figures. Use a computer program to solve these. 400 mm Xt 400 mm 30 kN Figure P6-14 (c)THE ORIGINAL QUESTION IS: For the beam shown, find the reactions at the supports and plot the shear-force and bending-moment diagrams. Label the diagrams properly and provide values at all key points. THE QUESTION THAT NEEDS TO BE ANSWERED IS: Repeat problem 3-5 using singularity functions exclusively (including reactions).Calculate the dimensions of the I-section of a connecting rod, stating any assumptions. using the data below: Maximum cylinder pressure = 3.15N/mm² Cylinder bore = 100mm Factor of Safety=6 Crank length 95mm Connecting rod length=380mm Take the constant a=7500.