Compression and bending on a cross section,how to make sure its static

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SUMMARY

The discussion focuses on the static equilibrium of a rectangular steel cross-section subjected to bending and compression forces. User cesaramorim clarifies that the correct equilibrium equation should be N = Fc - Ft, emphasizing that the sum of axial forces due to tension must equal the axial force applied on the section. This correction addresses a common misunderstanding related to pure bending in concrete structures, where axial forces are not present. Additionally, a typo in the second equation was identified, which should read Fc*d1 instead of Fc+d1.

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cesaramorim
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The problem is the following, i have a rectangle as a cross section of steel, which is bended and compressed.. i want to use the equilibrium equations to make sure its static, but since the compressive force and the traction force aren't equal, the equilibrium equations make no sense

here's a diagram explaining it

http://imageshack.us/photo/my-images/341/6p7g.jpg/

Uploaded with ImageShack.us

Thanks for reading
 
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cesaramorim: No, I think your first equation instead should be, N = Fc - Ft.

And your second equation should not contain two plus signs.
 
Last edited:
that's exactly it, because if you have axial force on the bend, it can't be 0, instead, the sum of axial forces caused by tension must equal the axial force applied on the section, i was misunderstunding with pure bending on concrete structures where that equation is valid because N is 0 in that case.

thank you very much

ps: yes the second equation has a typo, it means Fc*d1, instead of Fc+d1
 

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