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Forces in Truss Members (Statics)

 
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Feb14-11, 05:10 PM   #1
 

Forces in Truss Members (Statics)


1. The problem statement, all variables and given/known data

See attachment.
Edit: Point A is a pinned connection (has a reactionary force in X and Y direction). Point B is a roller connection (only has reactionary force in Y direction)

2. Relevant equations

Sum Fx=0
Sum Fy=0
Sum of Moments=0


3. The attempt at a solution


Find reaction forces at point A and D. Normally this wouldn't be an issue. I'd just find the reaction force of D by solving for the moment around point A. Then find A by knowing that the sum of forces in Y direction is 0. However, dimensions are not given in the problem. I have the answers, but I do not see how to get to them.

After finding reaction forces, isolate each joint and begin with joint with no more than two unknowns. Proceed until all forces are found.
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Feb14-11, 08:05 PM   #2
 
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These are all equilateral triangles...each horizontal member has the same length, L. What would be the perp. distance from the applied load to A?
Feb14-11, 11:27 PM   #3
 
Quote by PhanthomJay View Post
These are all equilateral triangles...each horizontal member has the same length, L. What would be the perp. distance from the applied load to A?
3*cos(60)*L, correct?
Feb14-11, 11:35 PM   #4
 
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Forces in Truss Members (Statics)


Quote by cpmustang07 View Post
3*cos(60)*L, correct?
Interesting way to say 1.5L, which is correct.
Feb14-11, 11:55 PM   #5
 
Quote by SammyS View Post
Interesting way to say 1.5L, which is correct.
No...
Feb15-11, 05:42 AM   #6
 
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Quote by Phrak View Post
No...
Why not?? If the length of each horizontal member is L, the perpendicular distance from the line of action of the applied load to A is 1.5 L.
Feb15-11, 09:51 AM   #7
 
Quote by PhanthomJay View Post
Why not?? If the length of each horizontal member is L, the perpendicular distance from the line of action of the applied load to A is 1.5 L.
right. 1.5L to A and 1.5KN on D.
Feb19-11, 04:15 PM   #8
 
Thank you for your help guys. I'll work on it again today and see if this different train of thought will get me through it. :)

I got it guys. Thank you. Apparently I'm really slow. ;)
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