HansMustermann
Penultimate Amazing
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- Mar 2, 2009
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Which brings me to the question: so where do I go wrong with my reasoning?
Which brings me to the question: so where do I go wrong with my reasoning?
So, from the point of view of an external observer, does that collapse ever finish? Does that collapsing neutron star ever actually gets all its mass inside its Schwarzschild radius?
Before I start, let me state that I'm not pushing any explanation of my own, because I don't even have one. Which is unsurprising, I guess, since I'm not a physicist. I genuinely get a brainfart just trying to think about how it swallows matter, and I'm hoping someone more knowledgeable can help me understand it.
Now I'm not asking about the whole thing about how many solar masses you need and all that, because that part I know already.
I'm also not asking about matter falling below the event horizon, and the Schwarzschild radius, 'cause that part is clear too.
But, here's the thing I don't get: how it gets an event horizon in the first place, and how does it get more mass.
And I'll start by stating how I understand it. Which is probably wrong, since I can't get anywhere with it. But maybe it will help someone spot and point out to me the point where I'm going into gaga land with it.
Schwarzschild calculated that limit for an eternal black hole. It has always existed and it always will. Well, that one is easy, 'cause you don't have to deal with it forming in the first place. And I know physics simplifies the model to what's relevant for the problem at hand, and I have no problem with it. (Not that it would matter to anyone else if a layman did have a problem with it, mind you.) Just it doesn't answer MY problem.
And my problem stems from the fact that we don't have anything that always existed, since the universe ain't that old. So it has to have formed at some point.
So let's say some chunk of matter swirls down the drain... err, accretion disk, and falls down into the black hole. From its point of view, of course, that happens in a finite time. From OUR frame of reference, though, time dilates increasingly the closer to the event horizon it gets, and it goes asymptotically towards the actual event horizon. So essentially it takes an infinite time for us to see it fall in. It only gets there at +infinity on the time axis.
And it doesn't help if I put it on a pinrose diagram, 'cause that line is still at infinity.
Essentially if I don't start with a pre-existing black hole, it sems to me like I can only get a FUTURE black hole, infinitely into the future. The matter never actually gets inside it, information never disappears into it, it just gets stuck at an apparent horizon, in infinitely slow motion.
So... how did it form in the first place? How can I end up with a present black hole, instead of a future one? Where am I thinking all wrong?
Black holes do not exist. Collapsing stars become "planets". Strong x-ray sources are not infinitely collapsing stars, they are just strong electromagnetic phenomenon that we do not understand.
https://1.bp.blogspot.com/-Fa-snj_YZxc/WMGzhbALqBI/AAAAAAAAAYg/ks__VdicI0M1UWM1bCJz_jCehk_fv6_DwCLcB/s1600/snip.JPG
Black holes do not exist. Collapsing stars become "planets". Strong x-ray sources are not infinitely collapsing stars, they are just strong electromagnetic phenomenon that we do not understand.
https://1.bp.blogspot.com/-Fa-snj_YZxc/WMGzhbALqBI/AAAAAAAAAYg/ks__VdicI0M1UWM1bCJz_jCehk_fv6_DwCLcB/s1600/snip.JPG
I don't get the whole "time stops at the event horizon so how does matter fall in" argument.
It's based on confusing a coordinate singularity with a real singularity.
The center is a real singularity. The event horizon is a coordinate singularity, if you use Schwarzchild coordinates. But it's not a singularity if you use other coordinates. However, since those other coordinates look "weird" away from the horizon, that's not what most people want to deal with, or can wrap their heads around.
You don't ever see it finish collapsing, no. It just red-shifts until the intensity drops below your detection threshold. Which is the same thing that would happen if you watched something fall into a black hole that had been infinitely old: you wouldn't see it reach the event horizon, you'd just see it red-shift as it approached, until it was too red-shifted to see anymore.
So does that mean I'm right that we can't actually "see" any real black holes, just stuff where most of the mass is frozen in time just outside it?
So does that mean I'm right that we can't actually "see" any real black holes, just stuff where most of the mass is frozen in time just outside it?
If most of the mass is frozen in time just outside the boundary, then more mass arrives, the boundary expands. The mass that was frozen in time is now inside the new boundary.
The mass itself is never actually frozen in time. Rather, the light from that mass falling through gets spread out over infinite time. Even if the event horizon expands because of additional mass, the exiting light is still spread over infinite time. It doesn't get chopped off. Additional mass will simply red shift it faster, it won't make it just vanish.
Obviously it does, since we see black holes and not weirdly time-dilated neutron stars.
In one sense, yes. But the light coming out from infalling objects will not only redshift more and more over time, the intensity will also drop off. So the distinction between an object truly vanishing and an object becoming asymptotically "frozen" becomes, as a practical matter, impossible to observe.
The mass itself is never actually frozen in time. Rather, the light from that mass falling through gets spread out over infinite time. Even if the event horizon expands because of additional mass, the exiting light is still spread over infinite time. It doesn't get chopped off. Additional mass will simply red shift it faster, it won't make it just vanish.
If the event horizon has expanded, then you can't have any more photons coming from inside the event horizon, no?