M The cantilever beam AB of length L shown in Fig.(a) carries a uniformly distributed load...

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M The cantilever beam AB of length L shown in Fig.(a) carries a uniformly distributed load of intensity wo, which 1 includes the weight of the beam. Equation of the elastic curve is given by the following differential equation where M is the bending moment of the beam. M d²v = EI dx² Wox² 2 where E= Modulus of the elasticity It is also given that of the beam and I = modulus of Inertia. v is the deflection of the beam. Compute the maximum displacement of the beam using L = 2.5 11 m, wo 500 kg /m, and E= 2.1 ×10 pa. = A A WOXI X (b) Wo L X 2 (a) V M B M The cantilever beam AB of length L shown in Fig.(a) carries a uniformly distributed load of intensity wo, which 1 includes the weight of the beam. Equation of the elastic curve is given by the following differential equation where M is the bending moment of the beam. M d²v = EI dx² Wox² 2 where E= Modulus of the elasticity It is also given that of the beam and I = modulus of Inertia. v is the deflection of the beam. Compute the maximum displacement of the beam using L = 2.5 11 m, wo 500 kg /m, and E= 2.1 ×10 pa. = A A WOXI X (b) Wo L X 2 (a) V M B

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To compute the maximum displacement of the cantilever beam AB well use the given information to integrate the equation for the bending moment M along ... View the full answer