Skydiver To Break Sound Barrier During Free-Fall 311
Hugh Pickens writes "Over fifty years ago, American Joe Kittinger made history by leaping from a balloon at 102,800 ft, and although many have sought to repeat the feat, all have failed. Now, BBC reports that Austrian extreme sportsman Felix Baumgartner will try to break the long-standing record for the highest ever parachute jump, skydiving from a balloon sent to at least 120,000 ft, and it is likely that 35 seconds into in his long free-fall of more than five minutes, he will exceed the speed of sound — the first person to do so without the aid of a machine. 'No-one really knows what that will be like,' says Baumgartner. Although challenges in the endeavor include coping with freezing temperatures and ultra-thin air, a key objective for Baumgartner will be to try to maintain a good attitude during the descent and prevent his body from going into a spin and blacking out. 'The fact is you have a lot of different airflows coming around your body; and some parts of your body are in supersonic flow and some parts are in transonic flow. What kind of reaction that creates, I can't tell you,' adds Baumgartner."
Star Trek (Score:3, Interesting)
Re:Star Trek (Score:2, Interesting)
Just use a dummy first. (Score:4, Interesting)
Test the survivability of this by using a dummy with G-force sensors (just like we see on Mythbusters).
Then, if all goes well - try the stunt.
And please, use some kind of stabilizer to make sure you don't turn into a frisbee.
I do see potential in this 'experiment' if anyone ever needs to bail out on spaceship2.
Re:no sound = no sound barrier (Score:2, Interesting)
Re:no sound = no sound barrier (Score:4, Interesting)
More to the point, let's say he intends to go sonic at 20,000 feet. In falling 100,000 feet he'd reach a speed of 2530 ft/sec if there were no air drag. The speed of sound at that altitude is 1036 ft/sec, so he has a chance, depending on how little drag he can achieve.
As he comes down in altitude, the drag and the speed of sound both go up, so it becomes a much harder calculation. There is an abrupt drag rise right around Mach 1, so there's a significant chance he could stabilize at, say, Mach 0.98 and be unable to accelerate further.
rj
Physics novice, here: (Score:5, Interesting)
Drift? (Score:4, Interesting)
Re:A simple machine (Score:5, Interesting)
On a more serious note, which simple machines would you say make up a balloon? Is it a pulley? A wedge? A lever? A balloon is just hot air in a sack. Nothing machine-like about that, though I suppose the mechanism for generating hot air may involve a machine, but that's tangential.
Does he get the record if he dies? (Score:3, Interesting)
Braking deceleration (Score:3, Interesting)
Aside from the air friction, it's going to jolt like hell when his chute opens and he starts to decelerate.
Re:Physics novice, here: (Score:5, Interesting)
The speed of sound depends on the density of the air. Your acceleration would also be affected, drag is at a cube rate or fourth?!? rate. Gravity depends on the distance from the center of the earth. Without doing the math, there should be some region where resistance is low, acceleration fairly high, allowing supersonic speed.
Some body armor, perhaps a viscous gel embedded with carbon fiber, seems wise! Maybe a helmet to keep facial features from being torn removed.. Frost burn, too.
Re:Physics novice, here: (Score:3, Interesting)
Isn't "terminal velocity" lower than the speed of sound?
Terminal velocity depends on aerodynamic drag. At altitudes that high, there atmosphere is quite thin, so there's not much drag and a man-sized object can fall well in excess of the speed of sound. In fact, the air is so thin at 100,000 feet that even deploying his parachute wouldn't do much to slow him down. When he reaches the lower, denser parts of the atmosphere, he'll slow down considerably.
If not, terminal velocity in the lithosphere is approximately 0 mph.
Re:What ever happened to Terminal Velocity? (Score:5, Interesting)
Except he won't be at 120,000 feet when he reaches 300 m/s, he's going to fall from that altitude.
The question is will his velocity at any point during the descent be greater than the speed of sound; given that the speed of sound will be increasing while his terminal velocity will be decreasing, what you need to find the the point at which the two curves cross.
Re:Anyone else think.. (Score:3, Interesting)
Otherwise, as long as he doesn't go very far past TV, he shouldn't have to worry too much in that regard
Remember, he's going to be falling for a good long time in air so thin it's pretty close to vacuum -- I'd guess that terminal velocity at 120,000 feet is a hell of a lot faster than it is down here. He'll be moving very, very fast when he gets down to the thicker parts of the atmosphere. Fast enough to cause deceleration significantly greater than 1G? Dunno, but it wouldn't surprise me.
Re:I'll bet (Score:3, Interesting)
There is almost no air. According to people who have done high altitude jumping you are essentially unaware you are actually falling.