W.D.Clinger
Philosopher
He's just confirming T.A.M.'s diagnosis. His talk of "blowing smoke" and "Is this guy supposed to be a scientist?" must be psychological projectionWP. He's heard of conservation of momentum, and is using that phrase to project a false air of authority, but he doesn't know how to use conservation of momentum to calculate the effects of an inelastic collision:Oh well, here goes with the response to Oystein's response
His argument is refuted by a simple calculation based on the law of conservation of momentum. That's first-semester freshman physics.Which might have achieved some equilibrium what with losing all that structure mass to powder, flying girders an' all, but your mate ignores the point entirely, and is blowing smoke yet again. There is absolutely no way the falling structure would make the floors below assume the VELOCITY (and not just the momentum) and continue the progression.
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Nice try, maybe worth 2.5/10 and it might even pass as plausible to someone completely ignorant about physics, but please get better help than this if you seriously want to refute my argument on momentum.
His question wasn't a strawman so much as idiocy. In particular, his question revealed profound ignorance of freshman physics.glenn: “…how does each new floor suddenly assume the accumulated velocity of the falling floors above?”
Angry: ----Strawman.
Conservation of momentum tells us that the total momentum of the upper block plus the new floor is the same after their collision as before. The collision was (approximately) inelastic, which means the upper block and the new floor had the same velocity after the collision. Using the mass and velocities of the upper block and the new floor before the collision, you can use the law of conservation of momentum to calculate their velocity after the collision. Because the mass of the new floor was small compared to the mass of the upper block, the velocity of the combined upper block and new floor had to be almost as large as the velocity of the upper block just before the collision. That's physics.
This "glenn" person is just repeating "conservation of momentum" while denying the most basic consequences of that physical law.
Your statement there was incorrect. The new floor assumes a small fraction of the momentum of the upper block, thereby assuming most of its speed. That too is physics.It doesn not assume the speed, it assumes the momentum, thereby losing some speed (as some of the mass starts out at rest)----
Strawman my arse. If it did _not_ assume the speed, how does your mate account for the fact that we saw acceleration at virtually free-fall speed, which was the actual point? Slippery customer, this mate of yours.
ETA: As I wrote earlier in the thread, and as Oystein has elaborated:
This glenn person claims the observed loss of velocity was smaller than predicted by the law of conservation of momentum. That's factually incorrect: the loss of velocity was greater.Competent video analysis shows diminutions of velocity considerably in excess of what is predicted by conservation of momentum. In other words, the effect predicted by conservation of momentum was small relative to the reduction in velocity caused by the supporting strength that remained within the compromised structure below.
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