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- Determine the slope of the shaft at the bearing support A. EI is constant.Determine the slope and displacement at point C. EI is constant. Use the method of virtual work.The horizontal beam is assumed to be rigid while supporting the distributed load. Determine the angle of inclination of the beam after the load is applied. Each support consists of a wooden post with a diameter of 120 mm and an original length (unloaded) of 1.40 m- Consider E = 12 GPa
- The copper shaft is subjected to the axial loads shown. Determine the displacement of end A with respect to end D if the diameters of each segment are dAB = 20mm, dBC = 25mm, and dCD = 12mm. Take Ecu = 126GPa.Determine the slope and displacement at point A. EI is constant. Use the principle of virtual work. Solve Prob. F9–13 using Castigliano’s theorem.Please help :( given: T(sub B) = 80.11, T = 5.67 kN-m
- Determine the displacement at point C and the slope at the support A of the beam shown in Fig. a. EI is constant.Use the moment-area theorems and determine the slope at A and displacement at C. EI is constant.Use the Moment-Area theorems and determine the slope at A and displacement at C. EI is constant. Draw the shear diagram, moment diagram, and deflection shape diagram in the process.
- Determine the net area of the given section below. Diameter of bolts is 7/8-in and the thickness of the plate is 3/8", in in2. The channel used is C8x15 and the plate in between the channels are 10" in width. Select one: a. 6.69 b. 3.43 c. 2.25 d. 5.75Determine the displacement at point C and the slope at B. EI is constant.The beam AB supports a load which varies an intensity of w1 = 6 N/m to w2 = 12 N/m.