Hi Travellers,
AFAIK you can calculate the event horizon -
often named as "Schwarzschild" radius by the
formula:
R = 2,95 km * (Mass of black hole / Mass of the sun)
So if our sun would be a black hole the Schwarzschild radius would be about 3 km.
Regarding the 10/100 diameter ranges just take
a look at the value g ratings in the appropriate
distances from the selected body.
You can use Newtons good old gravition formular:
a = 6,67e-11 x m / (D^2)
m is the mass of the body in kg
D is the distance in meters to the bodies mass centre
To get g - ratings just devide the result by 10m/s^2.
E.g.
At 10 diamaters from earth the acceleration is something around
0,027 m/s^2 --> 0,0028 g
At 100 diameters there are 0,0000280 g - not much - left.
So, if we have to deal with a black hole with a mass around 1000 suns the 10 diameter g-value
would be at a distance of 2200000000,
approximatly 15 au's (thats somewhere between Saturn and Uranus in our home system).
To be at a safe jump distance you will have to move to 147 au.
That pretty far away.....
I would suggest to set up an excel chart and
play around with black hole masses.
Besides, in galaxy M87 there seems to be a
monster of about 3 000 000 000 times sun mass.
Should be marked as a red zone, I guess.....
Dealing with vegascat last question....it depends
on how much traffic is there around the beast.
The space maybe cleaned up already.... there
is just everything inside of the black hole.
Or its still eating.
Then you can calculate the median speed of particles and chunks catched and accelerated
by black holes gravitation....
After a few days of "falling" even a micropiece
of dust will break every hull and overload
black globe capacitators...
Its not so very easy to calculate exactly because
of the changing gravitation, but if I have to...
Anyway its a great setting for a traveller adventure...
Regards,
Mert