Free Body Diagram for simply supported beam

AI Thread Summary
The discussion focuses on drawing a free body diagram (FBD) for a simply supported beam, emphasizing the need to account for all forces acting on the beam. Participants note that at point A, both horizontal and vertical forces must be included due to the pin support. There is clarification that not every point requires a force representation, and the resultant force can be depicted at an angle. Additionally, the conversation highlights the possibility of representing multiple forces at a single point in the diagram. Overall, accurate representation of forces is crucial for solving the problem correctly.
Kasthuri
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Homework Statement



As shown in the attachment, a free body diagram (FBD) must be drawn

Homework Equations



sum of horizontal force = 0
sum of vertical force = 0

The Attempt at a Solution



1. Forces F1 and F2 appear exactly as they are in the FBD

2. At point A, there is an outward horizontal force : <----- A, to counteract F2

3. At point B, there is an upward force to counteract F1 :

B
^
|
|
|

However, I think I have done something wrong. Any help would be greatly appreciated!
Thanks
 

Attachments

  • beam.JPG
    beam.JPG
    9.6 KB · Views: 2,522
Last edited:
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Kasthuri;4009649 3. At point B said:
You are missing a force at point A.
 
That's what I thought too, because it's pin supported, there should be a horizontal and vertical force acting at point A. But I attached another picture that shows where to draw the forces. And there's only one force that can be drawn at point A.

Also all the circles don't have to have forces drawn on them, so I left the middle circle.
 

Attachments

  • beamForce.JPG
    beamForce.JPG
    3.1 KB · Views: 610
Why not draw it at an angle representing the resultant of the horiz and vert forces ?
 
ok thank you Cwatters and phanthomJay. I found it was possible to more than one force on one circle.
 

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