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earthman34 t1_j1bbw6j wrote

The visible light would be the least of your worries, the high energy radiation would likely fry you.

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aqlu t1_j1bg9f5 wrote

Per wiki, it shines with an intensity 140 trillion times the intensity of the sun, 4 x 10^40 watts whereas we're unable to observe Sagittarius A in the optical spectrum due to dust & gas inbetween us

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[deleted] t1_j1bbnbo wrote

[deleted]

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SisKlnM t1_j1bbwy5 wrote

So it would already be dead in our galaxy :(

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SpartanJack17 t1_j1bibw3 wrote

Hello u/spacenerd051099, your submission "How bright would TON 618 appear if it was in our galaxy?" has been removed from r/space because:

  • Such questions should be asked in the "All space questions" thread stickied at the top of the sub.

Please read the rules in the sidebar and check r/space for duplicate submissions before posting. If you have any questions about this removal please message the r/space moderators. Thank you.

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risenphoenixkai t1_j1bmhqj wrote

> if you replaced the Milky Way's black hole with TON 618 it would appear to be almost as bright as the moon. Does the math check out on this one?

It could be even brighter.

Taking the apparent magnitude of the full Moon and the absolute magnitude of TON 618, then plugging them into a distance formula, gives me a value of over 142,000 light years. That’s about five times the distance between Earth and the galactic centre.

With all the dust and whatnot between us and the galaxy’s supermassive black hole, it’s not outside the realm of possibility that enough light extinction would occur to bring TON 618’s luminosity down to “only” that of the full Moon even if it were 5 times closer to us.

What’s even more extreme than that is by plugging in values for the Sun’s apparent magnitude and TON 618’s absolute magnitude into the same equation, I get a value of over 196 light years. In other words, TON 618 would be as bright as the Sun from 196 light years away.

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Ape_Togetha_Strong t1_j1bghgz wrote

m - M = -5 + 5 Log (d)

where:

m = apparent magnitude
M = absolute magnitude
d = distance measured in parsecs

Middle school algebra to check.

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