Three Kilometers? Makes the people protesting the LHC seem even sillier now...
Also: Did...did you sign up just to reply to that?
*laughs* Nah, I just don't post too much is all. But yea, the LHC protests were always silly and grounded in very shaky reasoning. More energetic reactions happen up in the atmosphere, yet here we are.
Still, as humanity has taught me time and time again, lack of any logical reason for a protest is hardly a reason to not protest.
If our Sun, for example, were to turn into a black hole, the orbit of the planets would remain unchanged. The horizon itself would only stretch to roughly the Sun's current radius.
</half-remembered astro 001 info>
You're half correct on that. If you do the math the event horizon would only extend about three kilometers from the singularity. But you are correct about everything else
Indeed, if the Sun converted spontaneously into a black hole, the planets would remain unchanged, though I don't think it's for the reasons you're expecting - in fact, assuming there were no explosive side-effects of the sudden transformation, there would be
exactly zero effect on the planets. The mass of the Sun would remain unchanged regardless of whether it collapsed into a singularity, and as any high school physics student knows, F = G*m
1*m
2/r
2. No factor in that equation has changed, hence the newly-formed black hole would trivially have no effect on the planet's orbits. Same if the Sun suddenly expanded its radius several times (while keeping the same mass) - radius of the body is irrelevant.
I'd also like to point out that claiming the black hole's Schwarzschild Radius equals its area of effect is silly - that's the region at which, simplistically, light can no longer escape. You'd absolutely feel the gravitational effect of the black hole outside that radius - heck, we on Earth technically feel the pull of the black hole in the centre of our galaxy, although it's an insanely weak effect at this distance (remember the r^2 factor?). A black hole is, outside the Schwarzschild Radius, nothing but a mass with a standard gravitational field.
Fundamentally, the black hole mechanics proposed by Steve are fairly unrealistic, mostly because of the way Trans-Newtonian materials are said to affect mass - applying a maximum velocity to spacecraft in particular. Logically, a black hole should apply an acceleration to objects within its radius equal to G*m
black hole/r
2 at distance r from the centre of the singularity. Steve has converted acceleration to velocity because his ships have instantaneous (infinite) acceleration and finite velocity (whereas real space ships have relativistically-limited speeds but extremely limited accelerations), which is pretty much the only way black holes could be implemented with the current system. He's changed it from a pull towards the black hole into a global slowdown, which is obviously much easier to code but, frankly, more or less a letdown (it implies that black holes are some kind of celestial mud...). And finally, he's made the black hole's effects equal regardless of proximity to the black hole, which is downright silly (it'd be much more tactically interesting if, say, the maximum approach distance of a ship to the black hole was limited by its speed - faster ships can get closer before being trapped and sucked in!).