Problem 3. Show that the force equilibrium in y-direction is expressed by (2 + G) + GV² v + Y = 0 ду λ= Lame's constant, e = &+&+&x, G= shear modulus
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- (a) Determine the maximum allowable horizontal span for a uniform cable with a weight per unit length of w if the tension in the cable is not to exceed a given value Tm. (b) Using the result of part a , determine the maximum span of a steel wire for which w = 0.25 lb/ft and Tm = 8000 lb.The uniform 10 kg rod AB is supported by a ball and socket joint at A and by the cord CG that is attached to the midpoint G of the rod. Knowing that the rod leans against a frictionless vertical wall at B and that the tension in the cord CG, TCG=52.1 N, determine the following, Which of the following best approximates the moment of the weight of the structure about A? Choices: (7.36i + 29.4k) N-m(7.36i + 29.4j) N-m(29.4i + 7.36k) N-m(29.4i + 7.36j) N-mThe ABD bracket is supported by a pin at A and the cable DE. Determine the internal forces immediately to the left of the load.Template: (On CD) F= 270 N; M=43.2 N.m; V = 90 N
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- Solve Prob. 3.43 for the position corresponding to x = 4 in. The 20-in. tube AB can slide along a horizontal rod. The ends A and B of the tube are connected by elastic cords to the fixed point C. For the position corresponding to x = 11 in., determine the angle formed by the two cords, (a) using Eq. (3.30), (b) applying the law of cosines to triangle ABC.Determine (a) the distributed load w0 at the end A of the beam ABC for which the reaction at C is zero, (b) the corresponding reaction at B.Horizontal plates are connected to the bar AB whose length varies linearly from zero to HA, as shown. The total weight of the set of plates is W. Determine: The maximum shear stress in member AB and the torsional rotation at point B. The diameter of member AB is equal to d and its shear modulus is G.
- For the plate and loadings shown, determine the reaction at A.Shear diagram and equations V=V(x) for the system shown.Knowing that the pulley has a radius of 50mm, determine the components of the support reactions at pins Band E.Show all FBDs (drawn with straight edge) that you use and include units in your final answer.