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What is the solution of this?
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answerhappygod
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What is the solution of this?
What is the solution of this?
Lab 7: Bending Test The specimen is supported at both ends in a simply supported beam configuration. The supports are placed on a fixed support on the left-hand side and rollers in the right-hand side. Specimen measurement, Length (span) = 750 mm. Height = 8 mm. Width = 8 mm. The deflection at the beam center and applied concentrated force are recorded in the table. Force (N) Deflection, S (mm) 0 3 6 0 23 49 75 99 120 9 12 15 18 148 21 24 27 30 33 36 171 194 207 223 227 227 1. Requirements: From the data collected from the bending test: a) Draw the Load-Deflection graph. b) Draw the free body diagram of the beam in proper scale showing maximum force, dimensions, and reactions. c) Calculate the shear force and draw the shear force diagram under the free body diagram. d) Calculate the maximum bending moment and draw the bending moment diagram indicating the maximum bending moment location. e) Calculate the maximum stress due to bending om. f) Calculate Young's Modulus (E) using the formula (8 = PL3/48EI) in 3 different points. g) Compare your E result with E in textbooks for steel.
Lab 7: Bending Test The specimen is supported at both ends in a simply supported beam configuration. The supports are placed on a fixed support on the left-hand side and rollers in the right-hand side. Specimen measurement, Length (span) = 750 mm. Height = 8 mm. Width = 8 mm. The deflection at the beam center and applied concentrated force are recorded in the table. Force (N) Deflection, S (mm) 0 3 6 0 23 49 75 99 120 9 12 15 18 148 21 24 27 30 33 36 171 194 207 223 227 227 1. Requirements: From the data collected from the bending test: a) Draw the Load-Deflection graph. b) Draw the free body diagram of the beam in proper scale showing maximum force, dimensions, and reactions. c) Calculate the shear force and draw the shear force diagram under the free body diagram. d) Calculate the maximum bending moment and draw the bending moment diagram indicating the maximum bending moment location. e) Calculate the maximum stress due to bending om. f) Calculate Young's Modulus (E) using the formula (8 = PL3/48EI) in 3 different points. g) Compare your E result with E in textbooks for steel.
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