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Beam ABC is fixed at A and supported by rod CD at C. The rod CD is pinned at both of its ends. The
Beam ABC is fixed at A and supported by rod CD at C. The rod CD is pinned at both of its ends. The beam is subjected to a uniformly distributed load of 5 kN/m between A and B. Beam ABC has a rectangular cross section of 300 mm by 100 mm, while rod BD is a cylinder with a diameter of 10 mm. Both members have a Young's modulus of 200 GPa. Using the unit load method, determine the force in rod CD. The strain energy due to shear force is negligible. KN Using the unit load method, determine the displacement of point C along the direction of rod CD. mm Your answers should consist of at least 3 significant figures. Whenever necessary, use g = 9.81 m/s. You must submit your final answer in the text box, and include complete working in your PDF submission. 100 mm 5 kN/m 300 mm 3 m B 3m to 3 m 4m
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To determine the force in rod CD we need to analyze the static equilibrium of the system First we can calculate the total load on the beam AB by multiplying the uniform distributed load by the length ...Get Instant Access to Expert-Tailored Solutions
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