I was obviously talking about the time it takes to heat quantities of steel not dynamic vs static loading.
No you weren't. You asked how many floors the steel on a given floor could support. I told you. Deal.
Dynamic loading isn't magic. Every static level overcome would still slow the mass down. Notice they don't advertise the quantity of steel and concrete on every level below the impact zone.
What has this got to do with anything? Every "static level overcome" does indeed slow the mass down, but every "static level overcome" also adds substantial mass to the preceeding mass, and immediately after every "static level overcome" the mass gains an additional 8.8m/s
-1 of velocity.
Let's pretend, for a moment, that a floor weights 1000kg.
Ten floors fall 4m to an intact floor reaching a velocity of 8.8m/s and impacting with a KE of 392 KJ. Let's say the failure of that floor exactly consumes all 392 KJ and the mass precisely slows to a velocity of zero (if the arresting capabilities of the first intact floor were greater than this the first intact floor would not fail and the collapse would stop immediately).
The new mass - 11 floors, now falls a further 4m to the next floor, again reaching a velocity of 8.8m/s, and this time having a KE of 431.2 KJ. This second impact, therefore, has exceeded the intact floors ability to arrest its descent by about 10%. Therefore this impact will not slow the descending mass to zero, meaning when the new mass of 12 floors falls a further 4m to the next intact floor it will now be travelling at
more than 8.8m/s
in addition to having more mass, and thus will exceed the arresting capabilities of this floor by an even greater margin. And so on.
And this is, in excruciatingly simple terms, why the collapse could not be arrested once it had passed the first intact floor.
Now, you might argue that debris was ejected from the footprint of the building, thus reducing the mass as it fell. Fair enough. However in the case of the WTC the mass that was ejected was almost exclusively perimeter columns, which are load bearing - carrying approximately 50% of the gravity load of the building, and thus representing 50% of the building's ability to arrest the collapse.
Given that steel has the property of being able to support far more load than its own weight (otherwise it would make a totally useless building product) every perimeter column that falls away from the building reduces the building's ability to arrest the collapse much more substantially than it reduces the mass contributing to the collapse.