Coritani
Critical Thinker
- Joined
- Jan 1, 2007
- Messages
- 317
Well, we already have 2 threads about stupid Truther quotes. So I figure we need something to outweigh the stupidity, so let's try to post some good posts, quotes or arguments by skeptics. I suppose that, theoretically, we could have good arguments by truthers as well, but seeing as good arguments from truthers don't exist, I decided to just limit it to skeptics.
I'd first like to submit This post by R.Mackey:
I'd first like to submit This post by R.Mackey:
R.Mackey said:R.Mackey said:DAMN are you lazy!
You can't add a speed to a length! Do you understand this or not??
At the moment, you are flirting with a failing grade.Quoted in entirety for posterity.KillTown said:No I don't, so you gonna give YOUR figures or not? If not, I'll wait until some other OCT can since you can't seem to be able too.
If you are honestly that ignorant of physics, then it is going to be extremely difficult to explain all of the steps that go into a full calculation. I am willing to walk through it, if you are willing to listen. But this is absolutely proof positive that your feelings on what the smoke plume represents are totally incorrect, and not based on any science at all. Your claims to have "calculated" and "double checked" are a fraud, plain and simple.
I cannot convince you to apologize for your actions based on your misplaced beliefs. Only you can make amends. All that I can do is attempt to educate. I will do so now.
You cannot add two quantities of different types. This is commonly referred to as "apples and oranges." I cannot add five pounds to twelve gallons to get seventeen feet.
Speed and distance are related quantities but they are not the same. Speed is distance divided by time. Meters per second (or m/s) is a measurement of speed. Meters by itself is a measurement of distance. You attempted to add the speed of the aircraft, let's call it 500 knots (you can look up the actual Flight Data Recorder number at your leisure, this is close enough) to the length of the wings, let's call that 40 meters (also not quite right but close enough).
Note I am keeping the units: knots and meters. It's a good idea to keep the units whenever you calculate. That way you can check to see if it's safe to add numbers together. Since knots and meters are totally different, we can't just add these numbers.
I looked up in Wikipedia that one knot = 0.514 meters / second. Therefore 500 knots = (500) x (0.514) meters / second = about 257 meters per second.
Now I have meters per second (speed) and meters (wing size). They're closer, but they're still not the same. We can't add them. We need to think about what we're doing.
What I really want to calculate is a distance, specifically how far I think fuel might travel after the plane hits the ground and splatters, but before it ignites. I need a time. I need to guess how long it might be before ignition. I mentioned this in the first post where I challenged you to solve the equation.
Obviously the time will not be very long, but remember, we are estimating a maximum size this time. The minimum would be for time = 0, i.e. instant initiation of every single drop of fuel, but the maximum will be more. I chose to take one second as the initiation time. Note: I am making an assumption. There is nothing wrong with making an assumption, so long as I declare it. Others may challenge my assumption, and I should take their objections under consideration, or change my assumption if faced with new information.
The distance the fuel will splatter in one second is equal to how fast the fuel is traveling, times the amount of time. In this case, the fuel might splatter at the speed of the aircraft before collision. It might travel slower, too, maybe even a lot slower, but it's not likely to go faster. We're after the maximum, so we take the speed of the plane as the speed of the fuel. Thus, in the one second we assume before ignition, we compute:
Fuel splatter distance = speed x time = 257 meters / second x 1 second = 257 meters second / second = 257 meters
We further make the assumption that the fuel splatters equally in all directions on impact. Again, this is probably an overestimate, but we want the maximum. This means that fuel sprays 257 meters on both sides of the wings. Therefore, the maximum initial fireball size is the following:
Fuel spray size = spray (ahead) + spray (behind) + size before spraying
= 257 meters + 257 meters + 40 meters (the width of the wings) = 554 meters
There you go. That is an estimate of the maximum initial fireball size.
Do I think this number is reasonable? It's probably too big. In my opinion, the fuel would probably not spray equally in all directions. I also believe that the fuel rapidly decelerated as it hit the open air, but it would depend on whether the fuel tanks completely crumbled into small pieces, or whether larger fragments (which would fly farther) scattered, entraining fuel with them. We might even have had several distinct fires, well separated, contributing to a single larger fireball. Large chunks might fly very far indeed.
In my opinion, an initial fuel distribution size of about 200 meters seems reasonable. But I would believe numbers as small as 50 meters, and as large as 500 meters, depending on exactly what happened. Unfortunately, there is only one static photo long after the blast, so we will never know.
Remember, this is the size of the fireball at ignition. It will rapidly get larger after it ignites, and convection will spread it further still.
Now, was any part of that unclear? There is no shame in asking for help.
