Hi everyone, I'm running an experiment to understand what's the best way to model the beam-slab interaction.
I've read very interesting topics on the forum that partly answered my questions. But I still need enlightening.
A - RC SLAB / RC BEAM
As adviced in the Autodesk university HAndout, a good method to model a beam supporting a slab is to increase its moment of inertia to make it match the corresponding T-beam inertia (see bellow).
However, I'm not totaly conviced because:
1- It is geometrically incorrect. The position of the axis of the beam doesn't match the slab
-> leads to incorrect stiffness
2- There is overlapping of concrete
-> overestimation of stiffness.
My question is: Wouldn't it be more accurate to increase the moment of inertiaof the beam to match a corresponding rectangular beam bellow the slab (new inertia = (bh^3/12)+(bh)d²) ? In doing so, we can still choose to design the beam as a rectangular or a T, and with a correct geometry (see bellow).
B - RC SLAB / STEEL BEAM
I tried to use the rigid links to model the interaction between a concrete slab supported on the flange of steel I beams. I couldn't understand why the moment in the beams is so low. Can someone explain me?
Have a nice day,
Mathias.
Solved! Go to Solution.
Solved by Artur.Kosakowski. Go to Solution.
HI @Anonymous
The point is to increase it IY by the factor of IY for T shape for middle or L shape for edge beams / IY rectangular shape rather than just any e.g. 2 for all beams regardless of their shapes and sizes.
Check the model I attached to my previous post.
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Roman Zhelezniak
Robot Evangelist & Passionate Civil Structural Engineer
Hello Mr. @Artur.Kosakowski
when I'm increasing the Iy of beam it wouldn't be equal when I'm expressing the As with equivalent Ac using n and not expressing the place of the analysis axis of beam & when I want to analysis for a cracked section shouldn't the value off I(inertia) be reduced by reduction factor.
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