Kilometers per per hour?they sped up to about 24,664 miles per hour (39,693 k/ph)
No, kilo-one per picohour, which has units of hertz I guess.Kilometers per per hour?![]()
About 12 parsecs per Kessel Run.So how much younger are they than all the rest of us, due to time dilation effects?
Perhaps depending on the direction they might be the slowest humans ever then.I’m traveling around the galactic center at 828,000 km/h (515,000 mph), and at 2.1M km/h (1.3M mph) relative to the Cosmic Microwave Background.
Can I get a cool patch too?
Their journey took them farther away from Earth than any humans have gone (52,756 miles [406,771 km])
Per the link, it should be "252,760 miles (406,778 km)"Is this 52756 miles further than other humans? Considering the moon is about a quarter million miles away it can't be the furthest distance.
While I'm at it, measuring speed in Mach doesn't make much sense when there's barely a means of sound travel. A speed relative to the earth or moon makes more sense. Still though, nice patches!
are they going to fix it or...?Kilometers per per hour?![]()
From the article, these patches are explicitly in reference to reentry speeds (i.e., when they are coming back into the atmosphere and there is a means for sound to travel):While I'm at it, measuring speed in Mach doesn't make much sense when there's barely a means of sound travel. A speed relative to the earth or moon makes more sense. Still though, nice patches!
...on the way back on board their Orion spacecraft Integrity, they sped up to about 24,664 miles per hour (39,693 k/ph) reentering the atmosphere.
Brandenstein and Buchli thought about how the space shuttle reached Mach 25 on reentry, so they should get a patch for that.
In 2009, the STS-125 crew flying on space shuttle Atlantis realized that their reentry speed was going to be slightly higher than most other missions as they were entering a higher orbit to conduct the final servicing of the Hubble Space Telescope. As such, upon landing, they adopted Mach 26 patches.
I had the same thought. Is this it:Why not use a fraction of c? I'm guessing it would still be a pretty tiny number.
24664/700000000Why not use a fraction of c? I'm guessing it would still be a pretty tiny number.
It is actually challenging how you measure [Mach] from space.
Correct would be 39,693 km/h. Thanks for using SI base unitsKilometers per per hour?![]()
They're making Top Gun 3. Maverick will get his, I'm sure.Tom "Maverick" Cruise, eat your Mach 10 heart out.
The fine article states that the peak velocity was when they just hit the upper atmosphere (on return), which is thin but not vacuum.Measuring Mach numbers in a vacuum must be a really neat trick...
The fine article states that it is relative to Earth's surface.Galileo would have something to say about relativity, too. "Mach" 39 relative to which what where whom?
Be a bigger flex to do it Felix Baumgartner style.
Not that I really want to put human lives at risk, but I do wonder if it would be possible to develop a suit that you could re-enter with. I suspect stability would be the biggest issue, as you start to spin and you are dead right away. Heat tolerance would be another, but you don't need all that much thickness of ablative material to deal with that.
Anyway, cool thought process if you could make a "suit" that you could re-enter in. Rather than a vehicle.