A beam with an overhang has an inverted T cross section and is subject to loads...
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A beam with an overhang has an inverted T cross section and is subject to loads as shown on the figure below. V 300 lbf/in 30 in 1800 lbf AB 10 in 3 in 1 in t 1 in a. Determine the reaction forces at the supports. b. Draw the shear force and bending moment diagram for the beam. c. Determine the neutral axis for the cross section. ➜+ 3 in Cross section (enlarged) d. Determine the maximum tensile and compressive bending stresses and their locations. e. Determine the slope deflection of the beam, as functions of x using Superposition method. f. Plot the slope and deflection against the length of the beam. g. Determine the maximum deflection and its location along the beam. A beam with an overhang has an inverted T cross section and is subject to loads as shown on the figure below. V 300 lbf/in 30 in 1800 lbf AB 10 in 3 in 1 in t 1 in a. Determine the reaction forces at the supports. b. Draw the shear force and bending moment diagram for the beam. c. Determine the neutral axis for the cross section. ➜+ 3 in Cross section (enlarged) d. Determine the maximum tensile and compressive bending stresses and their locations. e. Determine the slope deflection of the beam, as functions of x using Superposition method. f. Plot the slope and deflection against the length of the beam. g. Determine the maximum deflection and its location along the beam.
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