K A Seffen suggests a variation of Bazant that during gravity driven collapse the tower of height L and uniform density po consists of four parts:
A rigid upper block lambda L that is intact all the time during collapse.
An intermediate block beta L between the upper block and a 'crush front' that apparently consist of semi-broken parts (completely unclear to me).
A part that has disappeared with assumed height alfa L
A lower, intact part (1 - lambda - beta - alfa) L below the 'crush front'.
Lambda is apparently constant during the collapse.
What beta is, is completely incomprehensible to me but should be 0 just before impact at t = 0 and then be variable until the collapse is completed at t = t(end), thus beta is a function of time t.
Alfa is also a function of time t.
How the density po behaves between t = 0 and t = t(end) is also a mystery. It is evidently constant in the upper and lower parts, but what about density of the beta L part? If the density there is increased, it can explain what alfa is. (The disappeared part alfa is in fact compressed into part beta).
Thus the density increases in the beta L part according Seffen during collapse - a new phenomenon!
Photos of the WTC collapses show that material, dust and smoke are pushed outwards at high speed, which is not explained by Seffen.
Thus - during collapse according Seffen a rigid part lambda L floats on a mysterious part beta L (of broken, compressed material?) that in turn floats on the intact structure below a strange crush-front. It is quite magic actually and could only have been invented by a blind scientist in an ivory tower.