Enquiry: Bending not along principle axis?

AI Thread Summary
When a beam's length is less than or equal to five times its depth (L <= 5H), the traditional bending stress formula may not apply due to the influence of shear and other factors. This raises questions about the validity of using principal axes in such cases. Despite this limitation, engineers often employ a trial-and-error method to determine the principal axis for bolt connections in steel design. This approach involves calculating the sum of torque from tension and bearing forces to assess moments in connection groups. Understanding these nuances is crucial for accurate structural analysis and design.
Su Solberg
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Hi, everyone.

I was told that when a beam is short, L<=5H, the equation of "Stres=Moment*/2nd moment of initeria" is not valid (how).
(where H = deapth of beam ; L is the location of F acting on that beam)

Is that ture and is that relate to principle axis?

Also if it is ture, why people use the following kind of calculation for Bolt Connection in steel design.


Thanks alots of your advise in advance.
 
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Sorry, attachment missing.
The following is the method of calculation in Steel Design.

Assuming principle axis is unknown. find the principle axis by try and error in the equation of Sum of Torque by Tension +bearing = moment encounter in the connection group.
 

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