How Do You Calculate Forces in a Truss Using the Method of Joints?

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    Forces Truss
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Discussion Overview

The discussion centers around calculating the forces in a truss using the method of joints, specifically for a truss structure resembling a square divided into triangles. Participants are exploring the setup of the truss, the forces acting on its members, and the application of equilibrium equations.

Discussion Character

  • Homework-related
  • Technical explanation
  • Debate/contested

Main Points Raised

  • One participant describes their truss configuration and mentions having calculated reaction forces and moments but seeks clarification on applying the method of joints.
  • Another participant questions the clarity of the truss description, specifically the number of members and the meaning of the forces indicated in lbf.
  • A later reply acknowledges the accuracy of the ASCII representation provided by the second participant but notes a minor correction regarding the depiction of point B.
  • Another participant raises a concern about the structural support of point B, questioning its stability and the locations of points A and C.

Areas of Agreement / Disagreement

Participants express uncertainty regarding the structural integrity of point B and the overall configuration of the truss. There is no consensus on the clarity of the truss description or the implications of the forces involved.

Contextual Notes

There are unresolved questions about the number of members in the truss and the specific definitions of the forces involved. The ASCII art representation may not fully convey the intended structure.

naruto631
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Homework Statement



i am trying to figure out the forces of the different members of this truss in which looks like a a square that is split into two triangles and is affixed to another triangle the same size I have already found the moment of the reactions and already found the reaction forces as well.

Code:
  A -500lbf  C -500lbf

                              2ft           2ft
                            --------l----------- l Pin Reaction E
                              \         l          /     l
                                \       l        /       l   2ft
                                  \     l      /         l
                                    \   l    /           l
                                      \ l  /---------l Roller reaction D
                                        B

Homework Equations


sin
cos
tan
Efx=0
Efy=0
Em=0

The Attempt at a Solution


more or less it is a question about the method of joints but I am not exactly sure how you do it. Also the triangles are all 45° 45° and 90°
 
Last edited:
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It is not clear, is your truss is made of 4 straight pieces, or 7? To what do the lbf refer?

If you wish to use ASCII art (and I don't recommend it), then you must include it within [code] [/code] pair. Otherwise the forum software squashes strings of spaces into a single space. You'll find it easiest if you also use Courier fixed-size font.
Code:
 [font="courier new"]
                       |
-----------------------|
\          |          /|
  \        |        /  |
    \      |      /    |
      \    |    /      |
        \  |  /        |
          \|/          |
-----------------------'
                                   [/font]
 
thank you and your picture is pretty much accurate without that line extending after B though
 
Point B is unsupported and in mid-air, is it?

What and where are points A and C?
 

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