A simply supported beam with mass of 48 kg is 8 m long. The beam is vertically loaded withexternal forces and a Uniform Distributed load.10 N6 N/m DownwardBeam self-weight45°2 N/m Upward2 m1m 1m2 m2 m2.1Calculate the magnitude and direction of the reactions at support A and B using the momentlaw. (Include the self-weight of you beam in your calculations)2.2Check your answer you calculated in 2.1.

Equilibrium Equations: The unknown forces in a system or a beam can be calculated by using the…

A simply supported beam with mass of 48 kg is 8 m long. The beam is vertically loaded with external forces and a Uniform Distributed load. 10 N 2 N/m Upward 6 N/m Downward Beam self-weight A 2 m. 45° Im 1me 2 m 2 m 2.1 Calculate the magnitude and direction of the reactions at support A and B using the moment law. (Include the self-weight of you beam in your calculations) 2.2 Check your answer you calculated in 2.1.

A simply supported beam with mass of 48 kg is 8 m long. The beam is vertically loaded with external forces and a Uniform Distributed load. 10 N 2 N/m Upward 6 N/m Downward Beam self-weight A 2 m. 45° Im 1me 2 m 2 m 2.1 Calculate the magnitude and direction of the reactions at support A and B using the moment law. (Include the self-weight of you beam in your calculations) 2.2 Check your answer you calculated in 2.1.

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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