Calculating Reactions for Three Pinned Beams - Structural Engineering Homework

  • Thread starter Thread starter sukibelle
  • Start date Start date
  • Tags Tags
    Beams
AI Thread Summary
The discussion focuses on calculating the reactions at three pinned beams labeled A, B, and C. The user attempts to solve for the reactions using equilibrium equations, specifically the sum of moments and forces in both x and y directions. Initial calculations yield a value of Cx as 61.33, but feedback indicates that the algebra may be incorrect, suggesting that Cx should actually be negative. Participants recommend re-evaluating the assumptions about the direction of Cx and using additional equilibrium equations to find the support reactions at A and internal forces at B. The conversation emphasizes the importance of correctly applying structural analysis principles in solving the problem.
sukibelle
Messages
10
Reaction score
0

Homework Statement



http://tinypic.com/r/2wbxm2s/7
This is a series of beams pinned together at A, B, C
Find reactions at a b c

Homework Equations



Sum of moments at B has to = 0, sum of Fx = 0, sum of Fy = 0

The Attempt at a Solution


Sum of moments about A, anti clockwise +ve
2(-16) + 8Cy -4Cx = 0

considering section BC
sum of momeents about B
4*-25 + 4Cy -8Cx= 0

solving ffor Cx = 61.33


I've been staring at this question all day, it has literally stopped making any sense.
 
Physics news on Phys.org
sukibelle said:

Homework Statement



http://tinypic.com/r/2wbxm2s/7
This is a series of beams pinned together at A, B, C
Find reactions at a b c

Homework Equations



Sum of moments at B has to = 0, sum of Fx = 0, sum of Fy = 0

The Attempt at a Solution


Sum of moments about A, anti clockwise +ve
2(-16) + 8Cy -4Cx = 0

considering section BC
sum of momeents about B
4*-25 + 4Cy -8Cx= 0
These equations are both correct
solving ffor Cx = 61.33
You didn't solve the 2 equations correctly.
I've been staring at this question all day, it has literally stopped making any sense.

Redo the algebra. Cx will come out negative , meaning you assumed the wrong direction for Cx. After finding Cy from these equations, use the other relevant equilibrium equations to solve for the support reactions Ax and Ay, and the internal forces Bx and By at B.
 
Back
Top