Solving Pin-Connected Truss Loads: Required Area Calculation

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SUMMARY

The discussion focuses on calculating the required cross-sectional area of members in a pin-connected truss subjected to loads of 10kN and 35kN, with allowable stresses of 150MPa in tension and 75MPa in compression. To determine the cross-sectional area, one must first calculate the force in each truss member and identify whether each member is in tension or compression. The relationship between stress, force, and area is defined by the formula: Stress = Force/Area. Understanding free body diagrams is essential for visualizing the forces acting on the truss members.

PREREQUISITES
  • Understanding of truss structures and their components
  • Knowledge of stress calculations in engineering
  • Familiarity with free body diagrams
  • Basic principles of mechanics, specifically tension and compression
NEXT STEPS
  • Study the method of joints in truss analysis
  • Learn about calculating forces in truss members using the method of sections
  • Explore the application of allowable stress criteria in structural design
  • Review examples of free body diagrams in engineering mechanics
USEFUL FOR

Engineering students, structural engineers, and anyone involved in the analysis and design of truss structures will benefit from this discussion.

mustang1988
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1. The pin-connected truss supports loads of 10kN and 35kN. The allowable stress is 150MPa in tension and 75MPa in compression. Determine the required cross-sectional area of each member



2. ?



3. I am not really sure what the problem is wanting. Any help would be appreciated, i work during my teachers office hours and have a test friday. thanks
 

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The problem is asking you to find the cross-sectional area based on an allowable stress of 150 MPa in tension and 75 MPa in compression.

What you need to do is to determine the force in each truss member and then determine if that member is in compression or tension. Once the force is known and knowing if the member is in tension or compression the cross-sectional area can be found from the simple formula for stress.

Stress = Force/Area

Thanks
Matt
 
when you say truss member do i use the momentum to find it? And do the two rollers have x and y components or are they irrelivant?
 
Last edited:
No, this has nothing to do with momentum. Do you know what a free body diagram is?

Truss is the name of the structure. The truss is made up of members. Do you follow?

Thanks
Matt
 
yeah i know what a freebody diagram is i just don't understand what members i am looking for the tension and compression in? And if the force is just the two forces listed?
 

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