Kindly answer the entire question(Q3) in the image given below.For your information, the unknown,w is given as 2.w=2 A simply supported beam is subjected to a (w + 1) kN/m of uniformly distributedloading, as shown in Figure Q3.Consider El is constant for the entire beam.(w+1) kN/mDAE2 m-2 mFigure Q3(a)Determine the boundary conditions that can be used for double integrationmethod.(b)Use double integration method, calculate the value of each C parameterderived from your equations.Calculate the vertical displacement at point E, rotation at points B and A,respectively.(c)(d)If the roller support at point C is gradually move towards point D, discuss itseffect to the vertical displacement and rotation at point A.

Question is based on the overhang beam subjected to uniform load. Magnitude of load and span length…

Determine the boundary conditions that can be used for double integration method. (a) (b) Use double integration method, calculate the value of each C parameter derived from your equations. Calculate the vertical displacement at point E, rotation at points B and A, respectively. (c)

Determine the boundary conditions that can be used for double integration method. (a) (b) Use double integration method, calculate the value of each C parameter derived from your equations. Calculate the vertical displacement at point E, rotation at points B and A, respectively. (c)

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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Question

100%

Kindly answer the entire question(Q3) in the image given below.

For your information, the unknown,w is given as 2.

w=2

A simply supported beam is subjected to a (w + 1) kN/m of uniformly distributed
loading, as shown in Figure Q3.
Consider El is constant for the entire beam.
(w+1) kN/m
D
A
E
2 m-
2 m
Figure Q3
(a)
Determine the boundary conditions that can be used for double integration
method.
(b)
Use double integration method, calculate the value of each C parameter
derived from your equations.
Calculate the vertical displacement at point E, rotation at points B and A,
respectively.
(c)
(d)
If the roller support at point C is gradually move towards point D, discuss its
effect to the vertical displacement and rotation at point A.

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