I backed off the statement about load redistribution....there was asymmetry for it to equal. How ever if you removed all the strength of the core 12 stories from the roof... the loads they supported... is then hung from the hat truss... the steel is in tension and the connections clearly are not designed for tension.
I understand you to mean the core column sections above this core failure, and the connections you refer to as the core to floor truss connections. The intercore beams would basically not be affected if all core columns suffered such a failure.
But the loads of the 12 stories will be redistributed to the facade... before/as the connections fail and the core drops. Is like pulling at the hat truss from below with a chain... the chain breaks but before it does there is force applied to where its anchored and then to where the HT is supported.
Yes, in a situation such as this the entire 12 storey load of the portion above the plastic failure would now have to be borne by the perimeter.(whats left of it after iimpacts had removed some). However, there is that lean, which is causing CoG to move towards the lean and thus more of that redistributed load will be borne by perimeter columns on that side and the perpendicular perimeter between centerline and the corner in the direction of the lean, not the side opposite the leaning.
Thus one would expect sudden perimeter failure to initiate in these regions
This happens very rapidly and then/as the buckling of the facade occurs. The core col which lost strength likely caused the floors connected to the to drop and this provided the inward force... to the buckling expressing it as in inward bow.
That is how I see it.
Such a large core drop would put the same drop on every floor and on all sides, between the core weak spot and the rooftop. It would also follow the trig that was posted earlier which had a 20+ foot core drop equal to the task of that inward bowing, which was not seen in the videos.
The way I see it;
heat causes floor deformation in the areas most affected by heat output and fire durations(the area opposite the impacts where rubble would be more dense)
Light weight trusses are more susceptible to heat than are the heavy core columns because their ratio of surface area to volume is greater. Or the concrete floor pans expanded ala Usmani if you prefer. Either way the perimeter columns were bowed inwardly.
Some core columns reached temperatures at which they were susceptible to creep plastic deformation and slowly deformed causing a small amount of core shortening as they did.At collapse initiation the inward bowing reached a critical tipping point at which the non-axial loading caused the perimeter columns that were bowing to be unable to support further loading and they failed. This meant redistribution of the hanging load (from hat truss) to pass a point at which the remaining columns of both perimeter and core were unable to sustain the total load and they failed . Transmission time for this would be dependant only on the inertia of the moving mass, slowed only by the spring constant in steel columns.(or whatever engineers call it, my background is in physics, I only hung around with the engineers)
All columns have failed by buckling or sudden fracture at or near impact levels.
The part in italics would tend to contribute to inward bowing and if the timing was right could have been the tipping point for perimeter column failure. If so then its a matter of POV as to which
caused collapse initiation.
We could have the same arguement of a glass half full/empty
What I cannot envision is that core creep could be large enough to in itself cause all perimeter columns to fail close to simultaneously. I see them as deforming slower and less than, the perimeter