On Aug. 16, 1960, as research for the then- fledgling U.S. space program, Air Force Captain Joseph Kittinger rode a helium balloon to the edge of space, 102,800 feet above the earth, a feat in itself. Then, wearing just a thin pressure suit and breathing supplemental oxygen, he leaned over the cramped confines of his gondola and jumped into the 110-degree-below- zero, near-vacuum of space. Within seconds his body accelerated to 714 mph in the thin air, breaking the sound barrier. After free- falling for more than four and a half minutes, slowed finally by friction from the heavier air below, he felt his parachute open at 14,000 feet, and he coasted gently down to the New Mexico desert floor.And previously on MeFi.
mass x 1/3(9.8 N/kg) x 390 kmbut, kinetic energy at 20,000 km/h is about:
--> 1.3 J/kg
1/2 x mass x (20e6 m/h / 3600 s/h)2 J/kgOkay, I'm thinking that proves my theory by too much.. Anybody see a flaw in the math?
--> 1.5e7 J/kg
Terminal velocity is often reported to be approximately 60 m/s for a typical skydiver in free fall. Exceptional skydivers are able to increase this value considerably by diving head first with their arms against the sides of their bodies, legs held firmly together, and toes pointed. This posture presents a minimal projected area perpendicular to the direction of motion thus reducing aerodynamic drag. Special helmets and slick body suits reduce drag even further.About air resistance and his airspeed:
The density of air at 30 km is roughly 1.5 % that at sea level and thus drag is essentially negligible. ... This is not true for skydivers at ordinary altitudes, which is why they reach terminal velocity and cease to accelerate... According to Captain Kittinger's 1960 report in National Geographic, he was in free fall from 102,800 to 96,000 feet and then experienced no noticeable change in acceleration for an additional 6,000 feet despite having deployed his stabilization chute. This gave him an unprecedented 3900 m (12,800 feet) over which to accelerate. At such extreme altitudes the acceleration due to gravity is not the standard 9.81 m/s2, but the slightly lower value of 9.72 m/s2. Using these numbers, it is possible to calculate the maximum theoretical velocity experienced during this record-setting jump. [Which they do in the article] ... Captain Kittinger most likely did not exceed the speed of sound on 16 August 1960. To do so would have required an additional 1,300 m (4,200 feet) of free fall.The site also has calculations about other planned high-altitude jumps, and updates on their current status.
posted by fvox13 at 7:05 PM on February 6, 2007