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Originally posted by IrishWristwatch
Originally posted by ANOK
Originally posted by IrishWristwatch
momentum counts for nothing
That is the most relevant thing you said and needs addressing because it shows your confusion of the argument.
No one has EVER said momentum counts for nothing.
For you to seize on that one thing out of all I've said to you is very telling in itself.
For all the discussion about collapse progression, NO ONE here is talking about the necessary condition of arrest being net momentum of zero, no one is including momentum in the dynamical considerations (except psikeyhackr, who only emphasized the resistive aspect, not the overload aspect) - in short, no one is counting momentum, which is to say momentum counts for nothing.
Originally posted by psikeyhackr
I don't know what you mean by that.
Again, this is par for the course. Lay-people present themselves as experts on physics in forum after forum, claiming whatever they personally believe to be some immutable law of physics.
You can penetrate steel with air. (High explosives) Penetrate steel with water (Water jet cutters)
Originally posted by ANOK
So do you agree with IrishWristwatch and me, that the sagging trusses could not have pulled in the columns?
Just curious because you never agree with that when a 'truther' says it, but because IrishWristwatch is supporting the OS you do?
If you don't agree with him either then why is his physics knowledge good according to you and 'truthers' not?
Another question seeing as no one has yet taken a stab at this that I keep asking...
Do you think the 5/8" and 1" bolts connecting the trusses to the columns were stronger than the columns? Or are they weak points that allowed the floor assemblies to not resist the collapse?
To disagree with my argument is the same as claiming:
- the floor slabs have the same psf rating as the columns (they don't)
- the upper block would be supported if it were set on a floor assembly (it wouldn't)
If you feel both of those are statements are true, then you do understand the context.
The unit kips refers to kilopounds, ksi to kilopounds per square inch (units of pressure). Let's take the
Now the floors. I've seen figures for the floor between 80-150 psf, I'll use 200 to be safe. The maximum live load before theoretical yield on an area equal to a column end is then 200 x 1.6 = 320 pounds. By comparison, a column can exert a force of 518,400 pounds, an overload ratio for the floor of over 1600x. To be extremely generous to this already lopsided estimate, call it 1000x.
I noticed you used the words "proportional" and "axial", and I applaud you for your precision. In doing so, you seem to be aware of two things: some proportionality is involved in out-of-spec conditions, and out-of-spec geometry is also involved.
I'm only guessing, but I'd bet if a single column impacted an intact floor at a severe enough off-axial angle, it would bend instead of punching through.
What if the impact is not axial, regardless of what the column impacts? Then the FOS rating of the column does not apply. More than a few degrees off axial, and the failure mode shifts from hinge buckling under axial compression to bending under applied moment.
Fair enough; the context I described would apply mostly if not exclusively in the initial impacts between upper and lower, and is therefore quite a limited context.
Why? Why can't it be loose (uncompacted) rubble?
Arrest is possible, assuming the momentum of the integral pancake mass doesn't overload the columns.
Originally posted by DrinkYourDrug
I'm not saying it should necessarily arrest, just that it is suspicious the undamaged structure only applied an average force to the falling top section of about one third of the force it applied to it as it held it stationary.
1) The force in the stationary situation is only valid for a very specific configuration of the structural members. Mess up that configuration and you end up with different forces.
2) The average force is the integral of the force over distance (energy) divided over that distance. One moment you can have a large force, where an intact column is resisting, the next moment you can have a small force where a bent column is resisting. An intact column has a much larger load capacity than a bent column.
I don't see IrishWristwatch claiming he is an expert. I can understand where you got that idea, as his understanding of physics seems to be pretty ok, at least compared to the average truther. See how hat goes? People are looked upon as expert because they demonstrate a good understanding on a subject, not because of claims about their education.
Originally posted by Darkwing01
I don't doubt that Irish has a good grasp of the engineering disciplines he practices regularly or basic physics.
Originally posted by IrishWristwatch
Originally posted by psikeyhackr
I don't know what you mean by that.
I meant that you're the only one around here who has explicitly included momentum in your calculations, but that your emphasis has been the effect of momentum transfer slowing the descent.
Originally posted by DrinkYourDrug
I contend that floor stack to column impacts would allow the columns to exert larger axial forces than they did pre-collapse.
Failing columns through bending requires a lot more force than you portray, and this force would have to be exerted over a fairly large inter-floor distance.
Originally posted by IrishWristwatch
Correction: Earlier I gave the catenary sag angle as approximately 15 degrees; that was in error. It didn't seem right so I went back and checked, apparently I'd confused it with the number for core-driven pull in, which is twice the distance to the low point (the full long span truss distance).
The correct figure is over 30 degrees, which is twice as bad and 10x the average rotational limit for connections.
This mass-spring system is set to a (flat) length of 18m, approximately the long span truss distance. The endpoints are constrained to be 1.3m less to reflect the inward bowing distance. There are both linear and rotational springs in the model but the rotational spring constant is set to zero for free (limp) hang. The translational spring constant is stiff compared to masses so there is negligible stretch.
The resulting catenary is:
and showing angle measurement, is:
There is over 2.9m of vertical displacement at the vertex. Trusses tend to mangle spectacularly at those deflections. Concrete would be fractured. The only things left to supply the needed tension are the pans, a modest weld, and magic lawnmower bolts.(edit: and rebar mesh, I believe)edit on 30-1-2012 by IrishWristwatch because: (no reason given)edit on 30-1-2012 by IrishWristwatch because: (no reason given)
Any honest people on both sides should be demanding that data.
Originally posted by DrEugeneFixer
Well, thank you for the prompt reply.
I'm having a bit of a hard time understanding what you're saying. Allow me to attempt a summary:
Due to earlier damage, and ongoing fire, core columns were undergoing a 'slow motion' buckling, as evidenced by some visible drop in the antenna on the roof. This necessarily transferred some of the weight of the upper (above impact) floors from the core to the perimeter columns, via the hat truss... In turn, the perimeter columns now begin to buckle on the floors nearest the impact zone.
Is that right?
I've not yet been able to find Dr. Vlassis' work in an accessible "webzone", but I will continue to try.
When you speak of "seismically qualified connnections," I'm not quite sure I take your meaning. Are you speaking of moment resisting connections in steel?
this is the implication of what I'm finding online, as well as my own understandiing. I assume that qualified refers to meeting code or standard. These Jargons can differ internationally, even in the english language, so I thought I'd ask for clarification.
I'm thinking about your argument above about the implied damage to the trusses at the implied nearly 10 feet of vertical sag. I need to look at some drawings to make good sense of these arguments.
Thanks for raising the quality of the discussion here.
Please don't get too angry at ANOK. He does learn, gradually. It's only this past October that he was telling us that potential energy (due to gravity) pushes up! He is apparently trying to learn physics by argument.