A simply supported beam with the boundary conditions as shown. An applied load, F is acted at the center of the beam and causes a deflection, y in meter. Using the value from the Table to plot a graph and using the moment of area and cantilever beam theory to determine the value of Young's Modulus, E of the beam in N/m². The following data are obtained in a simple experiment: F(N) y(m) 0 0 2.45 0.00043 Given that the moment of area, I=4.572x 10-10m4 The length of the beam, L = 0.25m According to the cantilever beam theory: y = FL³ 48EI 4.9 7.36 9.81 12.26 14.71 0.00087 0.00131 0.00175 0.00218 0.00262 F L/2 Ⓡ 1 www

A simply supported beam with the boundary conditions as shown. An applied load, F is acted at the center of the beam and causes a deflection, y in meter. Using the value from the Table to plot a graph and using the moment of area and cantilever beam theory to determine the value of Young's Modulus, E of the beam in N/m². The following data are obtained in a simple experiment: F(N) y(m) 0 0 2.45 0.00043 Given that the moment of area, I=4.572x 10-10m4 The length of the beam, L = 0.25m According to the cantilever beam theory: y = FL³ 48EI 4.9 7.36 9.81 12.26 14.71 0.00087 0.00131 0.00175 0.00218 0.00262 F L/2 Ⓡ 1 www

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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