Let's strip the cladding and look at the naked truth. Perimeter columns at the bottom were 5in thick and towards the top 1/4 only. It should tell you enough without the need to reference to exact specs and dividing it along the building.
What mass could a single 5in thick perimeter support statically, and what could it support dynamically, if that mass moved at, say, 20 m/s, to arrest that fall?
I frankly lack reliable intuition to guesstimate how strong 1/4 inch or 5 inch thick steel is, relative to a tower that weighs 300,000 tons. It ois far outside the envelop of immediate personal experience. You'd really need engineering calculkations here, or very solid on-the-job experience (i.e. having done such calculations over and over in the past).
To think that your or mine imagination suffices is more than stupid.
Perhaps not rubble, but integrity must have been compromised. It doesn't really matter and it is impossible to say what fell apart when the top shifted down.
Well, how about "
the top shifted down"?
I guess it would be about 50 times heavier with the top being around 50K tons, not sure about the weight of the bottom so 50 times is ballpark
50 times 50K tons is 2,500,000 tons. That's wrong by a factor of about 10. The mass of an entire tower was about 300,000 tons. Subtract your estimate of 50,000 tons for the top, that makes the bottom ca. 250,000 tons. So the bottom part would be 5 times as heavy, not 50 times as heavy.
See how easily your intuition is wrong by an order of magnitude?
What hammer you need to squash a body?
Your argument was that more mass further below would somehow help the structure above avert collapse. But this isn't so.
When the top started "shifting down" (better word is: descending), it met one floor higher up, not the entire 250,000 tons further down.
The question is: Can and will the falling mass overwhelm and crush the next floor below?
And the anser is: A very resounding YES. Once a floor is crushed, all the mass, increased by the mass of the crushed floor, keeps falling another floor - and picks up speed as it does. So the next floor faces more mass at higher speed.
And the next floor faces even more at even more speed.
And so on.
So even though the lower floors have heavier steel columns, they still will fail because by the time the collapse front arrives there has more mass, more velocity, and hence MUCH more kinetic energy than it had further up.
And all this is ignoring that the columns were mostly bypassed - the main failure mode was breaking of the floor-to-column connections, which did not increase in strength further down.
It [numbers for KE available and necessary] doesn't matter.
Mikeys, could you please acknowledge, explicitly:
"I, Mikeys, don't know how much KE was available and can't provide an upper bound
I, Mikeys, don't know how much KE would have been necessary to cause total collapse, and can't provide a lower bound.
I, Mikeys, therefore retract my earlier claim that "The KE needed would have to be of much much grater scale to advance downward shift", which implied a claim that necessary KE was greater than available KE, two number I am unable to estimate."
Enough energy to compress the structure to a breaking point would result in a local failure and the top would fell down to a side and down leaving the rest of the building still standing.
Which force would push and accelerate the top part sideways? Which side would it move to, and why that side and not another?
You made that up, right? You have some comic or cartoon in mind, perhaps?
Whatever you put on it, it will not do the things shown and claimed on TV. You could not even be able to collapse it symmetrically, in theory, all the way down, due to the height and the nature of structure.
You should not forget the building was a quarter mile tall.
You truly don't understand physics at all. You truly do not understand that buildings are mostly hollow.
A tall building can't topple like a tree, and no force is available to "shift" multipleentire floors sideways the entire width of the building.
You should not forget that the building was wider than a football field (American football)!