Determine the slope at C in terms of El for frame shown.
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Q: -6 ft 60 k-ft B 12 ft El = constant E = 10,000 ksi L= 800 in 4
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- 9.54 The motions of two pins A and B are constrained in such a way that they remain in the vertical slot of member C and in the circular path at all times as shown. If the relative velocity vRA = 40 mm/s when x = 100 mm, determine the velocity ve of member C. %3D B 260 mm A 4.Use the virtual work method to determine the rotation of joint B of the frame shownTOPIC: CENTROIDAL ROTATION PROBLEM:Find the tension in the chord attached to block A in the figure. Neglect the weight of the floating pulley supporting weight B. Answer: Ta= 192lb
- 8. The axis of this motion is usually passes through the centroid of the body. Proejectile Circular Motion Rotation RectilinearThe values of P and Q in the Fig shown so that the resultant of the three coplaner forces 200 N at 40° to the positive x - axes. 45 30 200 NUse the virtual work method to determine the rotation of joint D of the frame shown.
- M В Determine the equations for slope and deflection of the beam shown by the direct integration method. EI = constant. FIG. P6.112.18 0A and Aa. Reactions given. I=2690 in.*. 30 k 60 k A 10 ft 10 ft 15 ft 15 ft 20 ft 30 ft 2.62 k 65.63 k 21.75 k can you solve this problem with Conjugate Beam Method? E = 29*10^6psi %3DUse the virtual work method to determine the rotation of joint D of the frame shown.