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Beam AB is a simply supported beam shown below. Where, P = 10 kN a = 2 meter b = 4 meter El = 6 x 10¹2 Nmm² A K K a L b B Based on the information presented, answer the following questions: . Using direct integration method, derive the general deflection equation for the beam AB. • Identify the position of maximum deflection on the beam AB. • Determine the maximum deflection on the beam AB (in mm).

Beam AB is a simply supported beam shown below. Where, P = 10 kN a = 2 meter b = 4 meter El = 6 x 10¹2 Nmm² A K K a L b B Based on the information presented, answer the following questions: . Using direct integration method, derive the general deflection equation for the beam AB. • Identify the position of maximum deflection on the beam AB. • Determine the maximum deflection on the beam AB (in mm).

Structural Analysis
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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Beam AB is a simply supported beam shown below. Where, P = 10 KN a = 2 meter b = 4 meter El = 6 x 10¹2 Nmm² A K K a * L b B Based on the information presented, answer the following questions: . Using direct integration method, derive the general deflection equation for the beam AB. • Identify the position of maximum deflection on the beam AB. • Determine the maximum deflection on the beam AB (in mm).
Transcribed Image Text:Beam AB is a simply supported beam shown below. Where, P = 10 KN a = 2 meter b = 4 meter El = 6 x 10¹2 Nmm² A K K a * L b B Based on the information presented, answer the following questions: . Using direct integration method, derive the general deflection equation for the beam AB. • Identify the position of maximum deflection on the beam AB. • Determine the maximum deflection on the beam AB (in mm).
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