Everyone knows what? That the upper mass was increasing in size? How do they know this? We can't even see the upper mass for the majority of the collapse, so what tells us it's increasing in size?
Because more and more of the building is involved in the collapse over time.
The additional parts of building have mass, therefore, the mass increases over time.
Anticipating your pathetic objection, it is true that some would and did fall over the sides. However, remember that the Towers were over 200 feet across. What magical force would explain the bulk of material moving sideways up to 100 feet? None. Thus, the losses over the side are understood to be fairly minor.
And it doesn't really matter, anyway. From
Greening, page 17:
Dr. Greening said:
Because uncertainties also exist in our knowledge of the precise mass of the WTC, M, it is worth noting that the momentum transfer calculations of tc are also relatively insensitive to the value used for M. To show this, collapse time calculations were run using a fixed value of E1 of 1 x 109 J and a mass, M, varied in increments of 50,000,000 kg between 510,000,000 kg and 300,000,000 kg. The resulting collapse times varied by less than 0.8 seconds confirming that the collapse time is indeed quite insensitive to M over a wide range. Upon reflection, this is not so surprising since this result is precisely what Galileo showed in his famous experiment at Pisa.
Put another way, the collapse times -- indeed, the whole visible phenomenon -- doesn't change much if you vary the amount of mass present. Or simpler still, losses over the side don't change the nature of the collapse.
So if the lower floors collapsed as a result of the energy released from the falling mass - than wouldn't the upper mass have to be touching the lower floors in order to release this energy onto the lower floors? Wouldn't the upper mass have to continually touch the lower floors all the way to the ground... or could the upper mass fall off at some point... with the momentum causing the remaining floors to collapse?
Wow.
Your mind is an empty vessel,
28th Kingdom. The student is prepared. I will now attempt to teach.
YES, the upper mass has to touch the lower floors to "release" (actually transfer) its kinetic energy. It does so. It hits the lower floors. That's because gravity pulls the upper block straight down, and the lower floors are directly beneath them. Naturally, the collapse doesn't initiate in earnest until the upper block hits the lower floors.
NO, this does not mean the upper mass has to continually touch the lower floors. Momentary collision is plenty of time. But since it's all pretty much a vertical phenomenon, the process is self-regulating. The longer the lower floors resist, the longer the upper block stays in contact. The two masses only drift away from each other while both are in free-fall, i.e. when both are already irrevocably collapsing.
So you are saying that you reached your conclusion through pure speculation and opinion, right? Because that was all there in my statement.
Your inability to understand my comments does not make them wrong. I initially speculated, then made some calculations. I give my opinion. All three of these also just happen to be consistent with the NIST report. It is therefore incorrect to say that I reached my conclusion through "pure" speculation and opinion.
So you just admitted, that the upper mass may of only been touching the lower floors on one side. What twisting... you say after the initial tilt of the upper mass it stopped tilting... so which is it? Did it continue to twist and tilt all the way to the bottom or did it stopped twisting and tilting right after the collapse began?
It's not an admission, it's fact. After the aircraft impact but prior to collapse, several columns were severed. That's "upper mass touching lower floors on one side." No surprises here.
The twisting occurred while the upper block rotated. Rotation == twist. Capiche?
After the impact floor was completely destroyed, the force couple created by asymmetric loading no longer existed. The upper floors had already tilted to some degree, and retained some angular momentum. But the tilted corner would fall on the lower block first, and the upper block would gain some opposite angular momentum. After the collapse started for real, the upper block would probably neither gain nor lose angular momentum through the essentially random impacts floor after floor. Thus, it didn't stop tilting or twisting, but its rate of tilt became essentially negligible.
Even if the upper mass is only touching on one side of the lower floors? Do you not equate that into the calculations?
Not relevant for the full collapse. This situation only occured for the < 1 second between the upper block beginning to move, and the total failure of the impact floor. It's a minor footnote to the overall mechanics of collapse.