Hey Tony,
Can you please explain your natural mechanism for overloading a structure designed to handle several times the load above it, without a deceleration of the statically insufficient impacting mass? You do not explain the mechanics of how that could happen here and many are curious, not just me.
I will assume that you don't mean "how did the failure initiate?" That has been completely explained. I assume that you are asking "why didn't the collapse arrest immediately"? And "why didn't we see the jolts during the collapse"?
Sure. Easy. It's been explained about 20 times in just this thread.
This is a completely false assumption: "... overloading a structure designed to handle several times the load above it ...".
The COLUMNS of the towers were designed to carry the weight above. The FLOORS of the towers were NEVER designed, intended or CLOSE to capable of carrying the loads of the floors above. They were overloaded by at least 3 orders of magnitude.
Accurate estimates of the force on EACH column of the 12 stories of the North Tower was approx 80 TONS per column. Each column was on the order of 1 square foot. The result pressure was approximately 160,000 psf DYNAMIC load. The floors were designed to support (IIRC) about 300 psf STATIC load.
Notice any difference there, Tony?
Is this really a mystery to you???
There should have been a detectable deceleration at every floor impact for the statically insufficient load above to have been able to destroy the structure below. The detection can be done due to the velocity taking time to recover, one does not actually need to observe the actual jolt. Of course, the problem for Bazant's theories and by extension the NIST, as they use Bazant to avoid analyzing the collapse dynamics themselves, is that there were no decelerations of the upper block in WTC 1.
As you can see above, the stress overload on the concrete floors was a MULTIPLE of ~160,000/300 = 5000. Tell me how much of a deceleration jolt you expect to see from this...!!
Let's create an analogy. We will use a stress based model, so that scaling factors don't complicate things too badly.
A chicken egg (brittle, just like the concrete floors) is "designed" to support the weight of an approximately 1 pound hen, nicely distributed over approximately 3 square inches. If I carefully set a 1 pound hammer on top of the egg, it will support that weight just fine. If I drop a hammer, say from one foot height, onto the egg, there is a certainty that it'll crack. When it does, it'll provide a jolt to the hammer. If one were to take high speed video of the hammer, one might even be able to detect the jolt. IF you had sufficient resolution of time & space to detect the very slight, very high frequency jolt.
Now, without resorting to all those annoying calculations, what does your gut tell you about the magnitude of the jolt if the hammer happened to be "overweighted" by the same multiple (5300x), AND dropped from a, say, one foot height. How much deceleration do you expect to see from dropping a 2 1/2 TON weight onto an egg??
Go do some real NUMBERS, Tony.
Include the MAGNITUDE of the jolt that you expect to see. FYI, the concrete floors were 4" thick. They will certain fracture after having been deflected by 1/2". Then you'd have the ductile failure of the cross trusses & bolts that'd be 90% complete in about, say, 1 foot of deflection. So there's the travel distance of the upper block over which your impulse goes from zero to max to zero again. You have to be able to resolve FRACTIONS of this distance in your data.
Now wrap that number around the resolution of your camera, Tony, when the images are taken from 1/2 mile away. How many FEET is one pixel??
Include the frequency of the jolt that you expect to see, Tony. You've got NTSC video. 30 frames per second. Oooops. INTERLACED. 15 frames per second on successive raster lines. Nyquist sampling theory, tony. Max frequency component that you can resolve is going to be about 2 Hertz.
Now you know why I asked you if you took your data from every frame. You didn't answer me.
And then there's the dampening effects of the air exhaustion that I mentioned earlier. To which you also never replied.
Very "Heiwa-esque" of you, Tony.
Would you answer me now? Please. Pretty please. With a cherry on top.
Do you REALLY think that you'll be able to see this jolt with a video camera from 1/2 mile away??
tom