Largest Black Hole Measured 170
porkpickle tips us to a BBC article on the quasar OJ287, a binary object containing largest black hole yet discovered, weighing in at 18 billion times the mass of Sol. Researchers were able to estimate its mass due to the presence of a smaller black hole in orbit around it. When the smaller companion's orbit intersects OJ287's accretion disk, once every 12 years, it triggers a burst of radiation that was detected by the Spitzer Space Telescope. More detail and a diagram are available on the Turku University site.
eh? I don't get it? (Score:4, Interesting)
I mean, if they used the word "massive" I'd get it. But large?
Re:eh? I don't get it? (Score:5, Informative)
Re:eh? I don't get it? (Score:5, Informative)
Re:eh? I don't get it? (Score:5, Informative)
Furthermore, this thread is based on quibbling over semantics without really understanding what the author quite validly meant. The "black hole" aspect of a singularity is a description of the effects of its event horizon, which of course scales with mass. A more massive black hole is by definition larger then a less massive black hole. Someone mod this up so this misunderstanding can be cleared up for more people.
Re:eh? I don't get it? (Score:5, Informative)
500 AU event horizon (Score:2)
correction: 325 AU (Score:3, Funny)
Re:eh? I don't get it? (Score:5, Informative)
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I mean, if they used the word "massive" I'd get it. But large?
I believe they are measuring the event horizon, not the singularity.
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Wow. (Score:5, Funny)
Proctologists across the globe swoon!
so is Rosie orbiting Oprah, or vice versa? (Score:2, Funny)
Ask slashdot (Score:5, Funny)
That was serious, here's the link [uncyclopedia.org] to the non-serious. More there...
Re:Ask slashdot (Score:5, Informative)
I think astronomers are reluctant to guess at a size limit now as they don't want another discovery to make them look like asses.
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While I can't give you numbers since I'm going from memory, but there used to be a theoretical limit to black hole size.
There has never been a theoretical limit to the size of a generic black hole. (Technically, the observable universe could be in a giant black hole.) But back when people thought the only way a black hole could form was from the collapse of a single star, there was a practical limit on the size of an astrophysical black hole: if it forms from stellar collapse, it can't be more massive than the most massive stars. Everyone recognized that black holes can get larger by swallowing more mass, but it was a l
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The Eddington limit [wikipedia.org] appears to limit the size of a star. At one point in time, it was thought that black holes formed from the collapse of stars. Later on, it was concluded that supermassive black holes are very good at feeding on neighboring stars, and thus supermassive black holes could form. The Wikipedia page on Black Hole Parameters [wikipedia.org] has an explanation.
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Where scientists found a black hole seemingly larger than it was possible to be.
I think the difference is, while it is postulated that there are super massives at the center of every galaxy, what is not known is how they are formed.
As is commonly accepted, a normal black hole is formed by a collapsing star, and that stars have a finite size, that any black hole formed in this manner is restricted.
If I remember correctly there was also a t
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Slashdot:
http://science.slashdot.org/article.pl?sid=07/10/17/2257234 [slashdot.org]
Article:
http://www.space.com/scienceastronomy/071017-monster-bhole.html [space.com]
I was pretty close.
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Good links. I was too lazy to search.
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When it comes to choosing neighbors, (Score:3, Funny)
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Not "hahaha man that was bad haha." just lame.
Ugh, the jokes aren't even funny anymore... (Score:2, Funny)
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Need a better measurement comparison (Score:5, Funny)
Yes, but how many Twinkies is that?
Re:Need a better measurement comparison (Score:5, Funny)
Re:Need a better measurement comparison (Score:4, Funny)
-nB
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Or 3.685*10^29 AU, (3.24810^24 Parsecs), 1.05*10^25 light years, room for about a billion of these in the universe!
"That's a really big Twinkie"
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"heh.. just for the heck of it: mass of twinkie: ~35 grams, mass of sun =2*10^30 kg, mass of blackhole: 18*10^9 sol therefore, 18*10^9*2*10^30/35g*1000g/kg~= 10^42 twinkies."
But the real question is, how does that compare to the number of twinkies consumed in the US each year?
Well, This [wikipedia.org] says that 500 million Twinkies are produced each year.
So it would take around 2.0 × 10^39 years to make enough twinkies to make that Black Hole.
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9.8 × 10^50 twinkies (Score:2)
http://www.mctague.org/carl/fun/twinkie/ [mctague.org]
Mass of the Sun: 1.99 × 10^33 g
http://www.google.com/search?hl=en&q=mass+of+the+sun&btnG=Google+Search [google.com]
1 solar mass = 5.47 × 10^31 twinkies
9.8 × 10^42 twinkies (Score:2)
I'm glad it's Friday. *headdesk*
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2*10^30*1.8*10^10=3.6*10^40
3.6*10^40*10^3= 3.6*10^43
3.6*10^43/35=1.028*10^42
Gravity & Levity together in a black-hole (Score:2)
which looks like a very light-bright sphere (maybe a little
physically distorted) to all humans, and within the absence of
light there is much levity to consider.
Tell me again, why is it a big black-hole and not a big bright-spot?
In the absence of levity there is gravity.
In the absence of gravity there is levity.
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IOW/IMHO: The observable white-spot (particle/energy) is as good a description as the suspect nothing-physics black-hole (~negative) connection to the levity-field (~positive).
Remember insanity is personal and can never be found in a book or class room.
IOW: "Reality is
Tag as Sun!Sol (Score:3)
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similarly, the moon is the name of the Earth natural satellite
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Which sucks for us speaking Spanish (and most languages derived from Latin) since the literal translation for "Sun" is "Sol" and for "Moon" is "Luna"
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gridwars (Score:3, Informative)
And again, and again...
Question about gravity (Score:5, Interesting)
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(In fact if the singularity somehow disappeared magically the outside world wouldn't detect it since the signal of black hole disappearing wouldn't escape from the gravitational well.)
Re:Question about gravity (Score:4, Informative)
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But the most commonly accepted theory is that heavy objects cause the fabric of spacetime to bend under its mass - like a heavy ball placed on rubber sheet.
With this image, it is spacetime that bends so there's no meaningful question for how gravity 'escapes' from it.
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One hypothesis of gravity is that it is an exchange of 'gravitons'. If this hypothesis is indeed correct, then it does indeed make sense to ask how these gravitons can escape a black hole. And I don't know the answer to that.
Static gravitational fields are mediated by virtual gravitons, which can travel at any speed, including faster than light. However, you cannot use them to transmit information, i.e., changes in the field from inside the horizon.
With this image, it is spacetime that bends so there's no meaningful question for how gravity 'escapes' from it.
Right. Classically you can see that the exterior field does not depend on the interior field, and that gravitational radiation generated inside the hole can't get out.
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I'm taking a wild guess here (a little knowledge is a lot dangerous). Forces are understood by the Standard Model of physics to be implemented via mediating particles [wikipedia.org]. That is, a force between two particles is felt when those two particles exchange a mediating particle. The photon is considered the mediating particle of the electromagnetic force, and the graviton is hypothesized to be the mediating particle of the gravitational force.
However, the mediating particles themselves are not affected by the forc
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However, the mediating particles themselves are not affected by the force they mediate. Otherwise the universe would disappear up its own arse.
Hence, gravity is not affected by gravity.
Actually, most mediating particles are affected by the force they mediate, including gluons, the hypothetical gravitons, and IIRC the W bosons.
In gauge theory, a non-Abelian gauge group will in general lead to a nonlinear Yang-Mills theory with self-interacting fields, in contrast to the linear Abelian theory of electrodynamics.
Because gluons, the mediator of the strong nuclear force, themselves carry strong ("color") charge, it's possible for them to bind to each other. (See glueballs [wikipedia.org] in quantum chromody
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However, the mediating particles themselves are not affected by the force they mediate. Otherwise the universe would disappear up its own arse.
Hence, gravity is not affected by gravity.
Actually, most mediating particles are affected by the force they mediate, including gluons, the hypothetical gravitons, and IIRC the W bosons.
In gauge theory, a non-Abelian gauge group will in general lead to a nonlinear Yang-Mills theory with self-interacting fields, in contrast to the linear Abelian theory of electrodynamics.
Because gluons, the mediator of the strong nuclear force, themselves carry strong ("color") charge, it's possible for them to bind to each other. (See glueballs [wikipedia.org] in quantum chromodynamics.)
Similarly, gravity gravitates: gravitons interact with each other, because they have energy and anything with energy gravitates. This idea holds even in classical general relativity: gravitational fields themselves gravitate. Analogously to QCD glueballs, general relativity can have gravitational geons [wikipedia.org], which are regions of gravitational field which hold themselves together under their own gravity. (You might think that a vacuum black hole has that property too, but I'm talking about purely non-singular field configurations.)
Pffft. I can put together a bunch of big made-up words to sound smart too.
'Because, as everyone knows, the gluons gravitate towards gravitons, due to Abelian gauge theory and how it acts upon Bosun-W quark neutrons, regardless of the non-self-interactivity of Yang-Mills theory in relation to the Gass-Black theory of rock.'
See? It's a perfectly cromulent way to sound smart, but I'm on to you!
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One question I have about gravity and black holes is this: If nothing can escape the event horizon, how can gravity escape it? In other words, would objects outside the event horizon ever feel the pull of gravity from that which is inside the event horizon?
Here's an even better question. If I used my magic obliterator to magically make the sun disappear, would Earth go flying off into space at the same moment or would it continue to orbit the missing sun for the 8 minutes it would take the last rays of light to reach us? Me not being a scientist, I would think immediately but I'm wrong. Knowledgeable people say the Earth would continue for those 8 minutes because nothing can communicate faster than the speed of light, violating causality and everything. This
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If I used my magic obliterator to magically make the sun disappear, would Earth go flying off into space at the same moment or would it continue to orbit the missing sun for the 8 minutes it would take the last rays of light to reach us?
The latter.
This is where they say gravitons come in as a particle that conveys gravity which doesn't make any sense.
Why doesn't it make any sense? Photons are particles which convey electric and magnetic forces, do you have a problem with them too?
Anyway, you don't need to appeal to graviton particles to answer the above question. Even in classical general relativity, the answer is still "8 minutes later", since that's how long for gravitational waves of spacetime curvature, traveling at the speed of light, take to reach the Earth.
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Why doesn't it make any sense? Photons are particles which convey electric and magnetic forces, do you have a problem with them too?
Hey, I'm not saying the science is wrong, I'm just saying I don't understand it. Photons I can understand. They are created at light sources, can be diffracted through gases, bounce off of solids, you can direct beams of light with a mirror, focus them with a lens, split them out into individual colors with prisms, etc. All of that seems reasonable enough. But now when you say that gravity is transmitted by a particle, just how does that happen? An atom of hydrogen is radiating graviton particles? Do gravi
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Hey, I'm not saying the science is wrong, I'm just saying I don't understand it.
Ok, but I don't know what's so different about gravitons that makes you not understand them, if you can understand photons.
Photons I can understand. They are created at light sources, can be diffracted through gases, bounce off of solids, you can direct beams of light with a mirror, focus them with a lens, split them out into individual colors with prisms, etc.
You can do a lot of those things with gravitons, too. You can diffract and refract them, scatter them, etc. Things are somewhat different though because electromagnetic fields can both attract and repel while gravitational fields only attract, so gravity interacts with matter differently than does electromagnetism.
But now when you say that gravity is transmitted by a particle, just how does that happen?
The same way that electromagnetism is transmitted by a particle: ma
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I think the confusion is over the difference between virtual and non-virtual particles.
If you put a thick enough sheet of lead between two masses, the sheet will block photons emitted from one mass from reaching the other. But that sheet of lead can't block the exchange of virtual photons, so the two masses can still exert force on each other through electric or magnetic fields.
A gravity field is analogous to a magnetic field. Assuming grav
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Some people think gravity travels faster than c [metaresearch.org].
Larry
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Matter traveling near the event horizon's surface can distort the horizon's shape and therefore the external gravity, but you don't need any matter to "keep the horizon intact and spacetime curved". Once the spacetime at and outside the horizon is
That's incredible! (Score:5, Informative)
For a 12 year orbital period this means that the orbiting black hole is AVERAGING 1/6c (~49965km/sec, call it 50k km/sec)... meaning at periquaserion it's really booking! Much faster than The Dash!
Tom.
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And so... (Score:4, Funny)
Impressive (Score:2)
Those Turku University guys are pretty smart.
I see they used the term "Sol" (Score:3, Funny)
18 billion times more massive than the Sun... (Score:2)
Ugh, some memories SHOULD be repressed.
"Surface" gravity of < 1g? (Score:2)
As I remember it, I figured that the mass of that black hole would be just a couple of GigaSols (it was a LONG time ago, so I no longer have the exact numbers). If my calculations (and memory) were correct, then this extra-super-massive bla
Re:"Surface" gravity of 1g? (Score:2)
(The tidal force, however, is finite at the horizon, and of course you experience no weight if you're freely falling through the horizon.)
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No. It doesn't take infinite thrust to hover at the Horizon.
Yes, it does. This is not a hard calculation, although it takes a while unless you already have the Christoffel symbols handy.
I could rederive it for you if you really wanted, but in general relativity the answer works out to be:
g = GM/r^2 / sqrt(1-2GM/(rc^2))
where g is the "surface gravity" experienced by a stationary observer, r is the Schwarzschild distance, G is Newton's constant, and c is the speed of light.
This expression diverges as r->2GM/c^2, which is the Schwarzschild radius, s
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If the surface gravity of a black hole is always infinite, then how does hawkings radiation word? It depends on the fact that the gravity gradient at the event horizon is much larger for small black holes than it is for large ones.
The gravity gradient (tidal force) at the event horizon is finite, and decreases for large black holes. However, the surface gravity (proper acceleration of a static observer) is infinite.
I think that you're confusing the fact that equations diverges (which rather implies a problem with the chosen coordinate system) with the actual gravity that would be experienced.
No. The expression I gave is the proper acceleration, which is a coordinate independent invariant.
Think about it: if you could hover at the horizon with a finite acceleration g, then with any acceleration a>g, you could escape the horizon. But you cannot escape an event horizon.
Here's a sketch of the calculation l
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The formula I gave appears below the text which reads, "Substituting this expression for dr into the above formula gives the proper local acceleration of a stationary observer", except he's using geometric units in which G=c=1. The precedi
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So, what I hear you saying is that the limit of the value of the acceleration as you approach the horizon is finite, but the the value at the horizon is infinite (and the coordinate system fundamentally changes once you enter)(?)
No.
Schwarzschild coordinates fundamentally change once you enter the horizon, but not all coordinate systems do (see, e.g., Kruskal-Szekeres coordinates), and the statement I made about the proper acceleration is independent of any coordinate system, by definition.
As you approach the horizon, the proper acceleration diverges — increases without bound — has no finite limit.
(This is true for static observers, i.e., ones who are hovering at a fixed location. Freely falling observers will experien
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So, the gravitational curve that one would normally associate with orbital mechanics and acceleration is (roughly) as I calculated, but other relativistic effects mean that the acceleration needed to stay stationary diverges?
I don't know if I would put it that way.
Fundamentally, what is going on is that spacetime inside a black hole becomes so curved that it is no longer stationary. Stationary observers cannot exist within a black hole. The horizon is the limiting case: light can remain stationary there, but no (timelike, massive) observer can. An observer near the horizon will have to boost harder and harder to remain stationary, because he's fighting the spacetime curvature. At the horizon, he loses, because only light
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( note that my calculations are based on newtonian physics -- but, as Ambitwistor pointed out relativity adds an additio0nal twist to the calculation).
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Re:that's a lot (Score:5, Funny)
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I'll save you all the time of googling this cuz I know you wanna know too. There's 200-400 billion stars in the milky way for example but most are bigger than our sun I think. So 18 billion solar masses is A LOT of stars to suck up in one galaxy. Geeze the think probably looks like a big donut by now.
Actually, my understanding is that the most common stars in the galaxy are Red Dwarfs, and thus smaller than our sun. (Yup, NASA confirms: http://planetquest.jpl.nasa.gov/glossary/red_dwarf.html [nasa.gov])
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There's 200-400 billion stars in the milky way for example but most are bigger than our sun I think. So 18 billion solar masses is A LOT of stars to suck up in one galaxy.
And the Milky Way is a relatively large galaxy with an estimated mass of 580 billion solar masses. It's probably the 2nd largest in the Local Group. The dwarf galaxy mentioned in yesterday's article [slashdot.org] about the discovery of a double Einstein ring is only a billion solar masses - this black hole is more massive than some galaxies.
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Well, I've read comments here over the years that prove the existence of Mass Holes.
Now I suppose we just find those users and weigh them.
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The Hawking Evaporation or just random stuff that's falling into it (gas, particles) should emit a considerable amount of light. W
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If we suspend physics and assume that one could take measurements inside the event horizon, wouldn't those detectors "see" a whole shitload of photons coming in from the outside?
Yes. This Java applet [netspace.net.au] has a visualization (if you set the observer distance to less than the Schwarzschild radius at 2.0 M. You should rotate the view to face outward.)
(There's no need to "suspend physics"; there's no physical reason why you can't take measurements within an event horizon, as long as you're comfortable with the fact that you'll die soon afterward and won't be able to transmit your data to anyone outside of the hole).
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Re:orbiting blackholes? (Score:5, Informative)
Furthermore, as the Earth-Sun barycenter is well outside the Sun's Schwarzschild radius, it would be outside the event horizon of a solar-mass black hole, too. Not that the location of the barycenter even matters to the stability of the orbit.
There are exoplanets — the first discovered, actually — known to orbit neutron stars, which are only 10-20 km in radius. There's no reason why planets couldn't orbit black holes too.
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(FYI, the smallest known black hole candidates are about 3 solar masses, with a size of about 18 km in diameter, i.e., about half the size of a neutron star.)
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"Today"?! How often do you feel the need to stare at a gaping anus?!?