Solve Intermediate Materials Statics Problem: Deflection, Internal Forces

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SUMMARY

The discussion centers on solving an intermediate materials statics problem involving a rigid beam pinned at the top with a 220 lb force applied at the bottom, supported by two cables. The primary objectives are to calculate the deflection of the beam at the bottom and determine the internal forces in the supporting wires. The problem is identified as statically indeterminate, complicating the analysis due to the presence of multiple unknowns. The participant expresses uncertainty about the appropriate point for summing moments to resolve the unknowns.

PREREQUISITES
  • Understanding of statics principles, particularly for rigid bodies.
  • Familiarity with concepts of deflection in beams.
  • Knowledge of internal forces in structural elements.
  • Experience with moment summation techniques in statics.
NEXT STEPS
  • Study methods for analyzing statically indeterminate structures.
  • Learn about calculating beam deflection using the double integration method.
  • Research the role of tension in cables and its effect on beam stability.
  • Explore software tools for structural analysis, such as SAP2000 or ANSYS.
USEFUL FOR

This discussion is beneficial for civil engineering students, structural engineers, and anyone involved in analyzing rigid body mechanics and internal forces in structures.

billybob70
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This is a problem for an intermediate materials class. There is a RIGID beam (does not bend) that is pinned at the top and has a 220 lb force on the bottom. There are two cables holding it in place (See diagram below).

we are supposed to find the deflection of the beam at the bottom, and the internal forces in the wires.

This problem looks to me like it is statically indeterminate. I cannot figure out which point i should sum the moments at--there are always too many unknowns.
 

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i think i figured it out, so you can remove this thread if you want
 

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