Robertson's design point of a 707 at 180 mph matches, and you could figure out a plane can be resisted at 180 mph back in the 60s when the WTC was built; Robertson did that.
Bingo. This compares extremely well with our estimate that the threshold for wing penetration is at 185 MPH. That's not an accident.
The fuselage would still penetrate even at much lower speed, of course, but the destruction would be much less widespread.
Quite good.(technical side aside)
Several things:
1)For international audinece,could there be version of presentation with SI units? Thanks.
2)You were smiling upon mention of Heiwa!
Final rating:Excellent.Can be used for overview of part of physics.(Some more things + thermodynamics and you covered it all)
Glad you liked it, one more to go. I do apologize for using Imperial units, which I abhor, but I had to in order to get through it all in time. Ron would have been asking me to phrase it in "familiar" units.
This talk was aimed at people with interest but not much education in science, and I didn't want to bury the intent of the talk with measurements in kPa and N-s and so on. Fortunately the equations are all there, so you can go back and insert whatever units you like.
One other point, responding to a post in another discussion, but relevant to comments earlier here:
(Bolding in original)I just repeat myself. A part C of a structure* A (C 1/10th of A) cannot crush down A, when dropping by gravity on A. C will be locally damaged as A (C may even bounce) and no crush down will take place. Quite basic! [...] It is simply because equal type structures produce equal local damages on one another at collision contact (by gravity or horizontally by other forces - it does not matter). Therefore little C cannot crush big A.
The bolded statement is utterly wrong. This is exactly the kind of abuse of Newton's Laws I alluded to in the first show.
What Newton's Third Law states is that at the point of contact, the forces are equal and opposite. It says absolutely nothing about damage. Damage can easily be different between the two entities, simply because damage is not well defined.
Example, consider firing a lead bullet at a large lead sheet. Think of the bullet as a lead cylinder (wadcutter type) with some radius, and some length. Basically, what Mr. Bjorkman's claim above would mean is that this bullet could never penetrate a lead sheet thicker than the bullet was long. No matter how fast the bullet was going. This is obviously preposterous. If you crank up the bullet speed enough, it will go through any thickness. It'll get melted, vaporized, ionized, compacted to neutronium, whatever, but in theory it can carry as much momentum as you want, and eventually it will have enough to smash/burn/radiate/tunnel through the lead sheet.
Similarly, if you collide two dissimilar objects, and the (equal and opposite) force is below the plastic limit of one but above the plastic limit of the other, you can damage one of them without doing hardly anything to the other. Very, very, very simple.
This is the kind of idiocy that "Truth Movement science" is founded upon. It's just plain wrong. There can be no debate on this subject at all. May as well claim 1 + 1 = 4.