Buckling of columns - displacement distance?

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SUMMARY

The discussion focuses on calculating the maximum displacement of a column with a Fixed-Free boundary condition in a crane system. The user resolved their query by referencing a cantilever beam case study from eFunda, which illustrates the relationship between moment and compressive load. It is emphasized that while the compressive load does not contribute to deflection, it significantly impacts buckling concerns. For safety, users are advised to consider these factors in their calculations.

PREREQUISITES
  • Understanding of Fixed-Free boundary conditions in structural mechanics
  • Familiarity with cantilever beam theory and calculations
  • Knowledge of free body diagrams and their application in mechanics
  • Basic principles of buckling in structural engineering
NEXT STEPS
  • Study the eFunda case study on cantilever beams for detailed calculations
  • Research methods for analyzing buckling in columns under compressive loads
  • Learn about the effects of moment and load combinations on structural displacement
  • Explore software tools for structural analysis, such as SAP2000 or ANSYS
USEFUL FOR

Structural engineers, mechanical engineers, and students studying mechanics of materials who are involved in crane system design and analysis.

peet_dk
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Hello

I have a question, I haven't got my books with me.. So hope you can help me..

I have a crane system like this:

http://dl.dropbox.com/u/559096/column.jpg

If the column have the boundary: Fixed-Free. Is there a easy way to calculate the maximum displacement? (in the top)
 
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Draw a free body diagram. You have both a moment and a compressive load. Note that while the compressive load does not contribute to the deflection it will affect buckling concerns. For safety sake please look at this.
 

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