Garb
Graduate Poster
- Joined
- Oct 15, 2006
- Messages
- 1,005
Mr. Randi has replied to my letter. Here it is.
Good and blunt.
Mr. Randi has replied to my letter. Here it is.
Yes, bring me around. Please. If I could only believe in this ridiculous fairy tale of Osama and the 19 kamakazees, my life would be so much easier. If it was just me, I wouldn't care so much, but I have two kids. They need to grow up in a U.S. without a police state. A growing number of us think that the only way to prevent police state is to expose 9/11 truth and bring the perpetrators to justice.
Typical Costal Wimpy liberal answer!I'm not sure that TS1234 really counts as a troll. He's a bit too fixated on his pet theories and estimates, but it doesn't seem like he's posting just to get a rise out of us. I still have hopes that we can bring him around.
That energy is spent doing the work of breaking something, thus it is not available for accelerating the falling mass downward, therefore the falling mass will slow down.
Typical Costal Wimpy liberal answer!
Failed policys don't deter you guys! Ha!
This guy is worse than my kid at refusing to let go of a subject that dead, dead, dead!
Edit: Ok--you're Canadian. Why did yopu guys have to go and model yourselves after our left/lefter coast liberals? Dadgum!
Yes, bring me around. Please. If I could only believe in this ridiculous fairy tale of Osama and the 19 kamakazees, my life would be so much easier. If it was just me, I wouldn't care so much, but I have two kids. They need to grow up in a U.S. without a police state. A growing number of us think that the only way to prevent police state is to expose 9/11 truth and bring the perpetrators to justice.
Maybe if I speak slowly you guys can get this. A falling cinder block can injure any number of things on the way down, but every time it does, it subtracts energy from the equation. Each collision is an energy sink. That energy is spent doing the work of breaking something, thus it is not available for accelerating the falling mass downward, therefore the falling mass will slow down. The more things that are broken, the longer it will take.
Put the other way around, if falling mass arrives to the ground in free-fall time, then it did not injure anything on the way down. If falling mass arrives to the ground in just over free-fall time, then it did not injure very much of anything on the way down.
Thus the scenario you all want to imagine is trying to have it both ways. You're trying to say that falling mass damages everything, so much so that very little is even left of the whole building, yet damaged so little that it was able to arrive in just over free-fall time.
It's just at odds with itself.
Please get help.Maybe if I speak slowly you guys can get this. A falling cinder block can injure any number of things on the way down, but every time it does, it subtracts energy from the equation. Each collision is an energy sink. That energy is spent doing the work of breaking something, thus it is not available for accelerating the falling mass downward, therefore the falling mass will slow down. The more things that are broken, the longer it will take.
Put the other way around, if falling mass arrives to the ground in free-fall time, then it did not injure anything on the way down. If falling mass arrives to the ground in just over free-fall time, then it did not injure very much of anything on the way down.
Thus the scenario you all want to imagine is trying to have it both ways. You're trying to say that falling mass damages everything, so much so that very little is even left of the whole building, yet damaged so little that it was able to arrive in just over free-fall time.
It's just at odds with itself.
Wow. Randi was feeling verbose today - you got about ten more words out of him than I figured you would.Mr. Randi has replied to my letter. Here it is.
I'm with you so far. The thing you don't realize is that even slowing down by 15 or 20 percent (which is what we see with the towers) means that a huge amount of energy was available for being dissipated on the way down, by breaking stuff.A falling cinder block can injure any number of things on the way down, but every time it does, it subtracts energy from the equation. Each collision is an energy sink. That energy is spent doing the work of breaking something, thus it is not available for accelerating the falling mass downward, therefore the falling mass will slow down. The more things that are broken, the longer it will take.
Mr. Randi has replied to my letter. Here it is.
I strongly encourage you not to bring this philosophy to avalanche country.Maybe if I speak slowly you guys can get this. A falling cinder block can injure any number of things on the way down, but every time it does, it subtracts energy from the equation. Each collision is an energy sink. That energy is spent doing the work of breaking something, thus it is not available for accelerating the falling mass downward, therefore the falling mass will slow down. The more things that are broken, the longer it will take.
Put the other way around, if falling mass arrives to the ground in free-fall time, then it did not injure anything on the way down. If falling mass arrives to the ground in just over free-fall time, then it did not injure very much of anything on the way down.
Thus the scenario you all want to imagine is trying to have it both ways. You're trying to say that falling mass damages everything, so much so that very little is even left of the whole building, yet damaged so little that it was able to arrive in just over free-fall time.
It's just at odds with itself.
yeah, ive noticed this with alot of CTers "how can the little bit on top crush the entire bottom" argumentsI'm with you so far. The thing you don't realize is that even slowing down by 15 or 20 percent (which is what we see with the towers) means that a huge amount of energy was available for being dissipated on the way down, by breaking stuff.
I'm with you so far. The thing you don't realize is that even slowing down by 15 or 20 percent (which is what we see with the towers) means that a huge amount of energy was available for being dissipated on the way down, by breaking stuff.
I'm intrigued. The math, please.Maybe if I speak slowly you guys can get this. A falling cinder block can injure any number of things on the way down, but every time it does, it subtracts energy from the equation. Each collision is an energy sink. That energy is spent doing the work of breaking something, thus it is not available for accelerating the falling mass downward, therefore the falling mass will slow down. The more things that are broken, the longer it will take.
Put the other way around, if falling mass arrives to the ground in free-fall time, then it did not injure anything on the way down. If falling mass arrives to the ground in just over free-fall time, then it did not injure very much of anything on the way down.
Thus the scenario you all want to imagine is trying to have it both ways. You're trying to say that falling mass damages everything, so much so that very little is even left of the whole building, yet damaged so little that it was able to arrive in just over free-fall time.
It's just at odds with itself.
If you believe this, find the evidence. Show proof. Not image stills and a thousand logical fallacies. Own up to your mistakes. Admit when you are mistaken. If you're right, you'll have our full support if you show us the proof. Evidence - not vapid propaganda - changes minds.Yes, bring me around. Please. If I could only believe in this ridiculous fairy tale of Osama and the 19 kamakazees, my life would be so much easier. If it was just me, I wouldn't care so much, but I have two kids. They need to grow up in a U.S. without a police state. A growing number of us think that the only way to prevent police state is to expose 9/11 truth and bring the perpetrators to justice.
Yup.
Here's some simple math for you, TruthSeeker1234. Each tower had on the order of 1012 Joules of energy. Suppose we model it as all kinetic energy, e.g. m v2.
In the "Free Fall" case, we know it takes about 10 seconds to totally collapse.
In what actually happened, it took about 15 seconds. So the velocity here is 10 seconds / 15 seconds = roughly 66% of what it would have been in freefall. Mass stays the same, and we have a lower velocity.
Using these new numbers, the undissipated kinetic energy of the real case is m (66% v)2 or 0.44 x m v2. That leaves 0.56 x m v2 available for deformation, or 56%.
That is to say, by slowing it down just five seconds, we have expended OVER HALF of the energy on the way down. That's 5 x 1011 Joules. Or, in layman's terms, a metric crapload of energy.
Now do you get it? The "near freefall" thing is just a canard. Delaying only a slight amount means dissipation of tremendous amounts of energy, giving rise to precisely what we all saw.
Disclaimer: This analysis is overly simplistic, but you get the point. In actual fact the 10 second freefall is too high, since the tower was not a point mass suspended at the top. Thus the fraction of energy available for destruction is, in reality, even higher than 56%.
I'm intrigued. The math, please.