Finding Axial Forces in a Truss to Solving for BC, BD, and BE

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SUMMARY

The discussion focuses on determining the axial forces in truss members BC, BD, and BE as part of an airplane's internal structure. Participants emphasize the importance of first calculating support reactions and identifying zero force members before applying the method of joints or sections. The consensus is to cut the truss along members CE and BD to effectively sum moments and solve for the unknown forces. This structured approach ensures accurate calculations of axial forces in the specified members.

PREREQUISITES
  • Understanding of static equilibrium principles
  • Familiarity with truss analysis techniques, specifically the method of joints and method of sections
  • Knowledge of free body diagrams and how to sum moments
  • Ability to identify zero force members in truss structures
NEXT STEPS
  • Study the method of joints for truss analysis in detail
  • Learn how to effectively create and interpret free body diagrams
  • Research the identification of zero force members in trusses
  • Explore advanced techniques for summing moments in static structures
USEFUL FOR

Engineering students, structural analysts, and professionals involved in truss design and analysis, particularly those focused on aircraft structural integrity.

Isimanica
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Homework Statement


1154516.jpg

The truss shown is part of an
airplane’s internal structure.
Determine the axial forces in
members BC, BD, and BE.

Homework Equations





The Attempt at a Solution


Ok I am trying to figure out how or where to divide this truss up and forces to draw when I do. I don't know where to cut to get started.
 
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First determine the support reactions. Then identify zero force members. Then use method of joints or sections to solve for the member forces.
 
So I should divide right down the middle of CE and BD correct?
And that the the two forces reacting at B the x force is also the force of BD, that they are one and the same.
 
Isimanica said:
So I should divide right down the middle of CE and BD correct?
And that the the two forces reacting at B the x force is also the force of BD, that they are one and the same.
You should first determine the force reactions and zero force members before cutting sections. Then, if you prefer the method of sections over the method of joints, you can do the cut as you described and sum moments about appropriate points in the appropriate free body diagram, to solve for the unknown forces in members BE and BD.
 

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