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i_am_a_squirrel | 1 year ago
Like is it possible for an asteroid to give a city a "buzz cut" and then continue on into outer space?
i_am_a_squirrel | 1 year ago
Like is it possible for an asteroid to give a city a "buzz cut" and then continue on into outer space?
dylan604|1 year ago
like is doing some heavy lifting here. We have had asteroids pass by at a distance closer than the moon. That's pretty damn close in my book relative to the size of the cosmos. At that scale, that's pretty much a ringer in horse shoes.
The buzzcut is a very strange question though. If the thing enters the atmosphere and does not burn up, it is hitting the ground.
ahazred8ta|1 year ago
https://en.wikipedia.org/wiki/Category:Earth-grazing_firebal...
xenadu02|1 year ago
To have enough energy to come that close without doing so means it has enough energy that superheating the atmosphere or generating nuclear events through impacts with air molecules starts to become a problem (or both: first one then the other). This is the "baseball at the speed of light" type problem from XKCD.
pbmonster|1 year ago
The stress of this maneuver is considerable, especially if you get as low as 20m above ground, so the object would need considerable shear strength and yield strength. Also high density and high thermal capacity. But not unrealistic, I think a tungsten ball (or better yet, a solid tungsten lifting body with aerodynamic steering authority) should make it through.
You can even exit the atmosphere but not have escape velocity, effectively using the aerobreaking maneuver to assist in the gravity capture of your object. But you'd better circularize the orbit shortly after, otherwise your next pass through the atmosphere is going to be terminal.
Relativistic baseball effects aren't very relevant yet, I'm talking about objects hitting the upper atmosphere with around 20-50 km/s. Enough to leave again, not enough to start a fusion reaction.
tim333|1 year ago
csomar|1 year ago
hermitcrab|1 year ago
E.g. an asteroid 100m across with the same density as the earth is going to have ~0.0000000000001 the mass of the earth.
Vampiero|1 year ago
pbmonster|1 year ago
varelse|1 year ago
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