The rectangular gate in Fig. B is hinged at B and rests on a smooth floor at A, the horizontal component of the reaction at A therefore being zero. The gate if 5 ft wide perpendicular to the paper. Determine the vertical component of the reaction at A and the horizontal and vertical components of the reaction at B for the following sets of conditions: (a) x = 6 ft, y = 8 ft, z = 0 ft; (b) x = 6 ft, y = 8 ft, z = 4 ft, (c) x = y = 8 ft, z = 10 ft, (d) x = 3 ft, y = 4ft, z = 50 ft. Draw the free body diagram and show complete solution with explanation.
The rectangular gate in Fig. B is hinged at B and rests on a smooth floor at A, the horizontal component of the reaction at A therefore being zero. The gate if 5 ft wide perpendicular to the paper. Determine the vertical component of the reaction at A and the horizontal and vertical components of the reaction at B for the following sets of conditions: (a) x = 6 ft, y = 8 ft, z = 0 ft; (b) x = 6 ft, y = 8 ft, z = 4 ft, (c) x = y = 8 ft, z = 10 ft, (d) x = 3 ft, y = 4ft, z = 50 ft. Draw the free body diagram and show complete solution with explanation.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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The rectangular gate in Fig. B is hinged at B and rests on a smooth floor at A, the horizontal component of the reaction at A therefore being zero. The gate if 5 ft wide perpendicular to the paper. Determine the vertical component of the reaction at A and the horizontal and vertical components of the reaction at B for the following sets of conditions: (a) x = 6 ft, y = 8 ft, z = 0 ft; (b) x = 6 ft, y = 8 ft, z = 4 ft, (c) x = y = 8 ft, z = 10 ft, (d) x = 3 ft, y = 4ft, z = 50 ft. Draw the free body diagram and show complete solution with explanation.
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