jpoore wrote:Could one of Ardi's grandchildren, finding himself on Phobos, leap off?
If not, how long would it take to come back down in 1/1000 G?
A general rule might be that if you can jump
h feet high (in a sqrt(h)/2 second ride) on earth
then you can jump ~
4*h/g feet high (in a sqrt(h)/g second ride) on a small planetoid
where g is the planetoid's surface gravity in G's.
(I am neglecting here the need for a heavy space suit like that which hampered Apollo astronauts.)
So an average healthy adult human might jump some 4000 ft high (in a 1000 second ride) off of Phobos
but this is not nearly high enough to escape Phobos's gravity.
I would think that some of the earth's best athletes could probably escape the gravity of Deimos
but they would definitely require
the help of a good trampoline to escape the gravity of Phobos.
Of course this would just put them into an orbit around Mars which would sooner or later crash land them back on Deimos or Phobos, respectively.
[quote="jpoore"]Could one of Ardi's grandchildren, finding himself on Phobos, leap off?
If not, how long would it take to come back down in 1/1000 G?[/quote]
A general rule might be that if you can jump [b]h feet high[/b] (in a sqrt(h)/2 second ride) on earth
then you can jump ~ [b]4*h/g feet high[/b] (in a sqrt(h)/g second ride) on a small planetoid
where g is the planetoid's surface gravity in G's.
(I am neglecting here the need for a heavy space suit like that which hampered Apollo astronauts.)
So an average healthy adult human might jump some 4000 ft high (in a 1000 second ride) off of Phobos
but this is not nearly high enough to escape Phobos's gravity.
I would think that some of the earth's best athletes could probably escape the gravity of Deimos
but they would definitely require [b]the help of a good trampoline[/b] to escape the gravity of Phobos.
Of course this would just put them into an orbit around Mars which would sooner or later crash land them back on Deimos or Phobos, respectively.