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Right. Shoulda said “every single star”.The Magellanic Clouds and the Andromeda Galaxy are naked-eye objects.Nothing that can be seen with the naked eye from earth’s surface is outside the Milky Way galaxy we live in.
Right. Shoulda said “every single star”.The Magellanic Clouds and the Andromeda Galaxy are naked-eye objects.Nothing that can be seen with the naked eye from earth’s surface is outside the Milky Way galaxy we live in.
That's being pedantic. The Sun is a very exceptional case.Point of order: The nearest star is about 0.000004861 parsecs away, and at that distance the Sun would subtend an angle of about 0.0087 radians.
Bortle scale | NELM |
---|---|
1: Excellent Dark-sky Site | 7.6 to 8.0 |
2: Typical Truly Dark Site | 7.1 to 7.5 |
3: Rural Sky | 6.6 to 7.0 |
4: Rural/Suburban Transition | 6.1 to 6.5 |
5: Suburban Sky | 5.6 to 6.0 |
6: Bright Suburban Sky | 5.5 |
7: Suburban/Urban Transition | 5.0 |
8: City sky | 4.5 |
9: Inner-city Sky | 4.0 |
There is even variation within metropolitan areas. For those who live in the immediate suburbs of New York City, the limiting magnitude might be 4.0. This corresponds to roughly 250 visible stars, or one-tenth the number that can be perceived under perfectly dark skies. From the New York City boroughs outside Manhattan (Brooklyn, Queens, Staten Island and the Bronx), the limiting magnitude might be 3.0, suggesting that at best, only about 50 stars might be seen at any one time. From brightly lit Midtown Manhattan, the limiting magnitude is possibly 2.0, meaning that from the heart of New York City only approximately 15 stars will be visible at any given time.
From relatively dark suburban areas, the limiting magnitude is frequently closer to 5 or somewhat fainter, but from very remote and clear sites, some amateur astronomers can see nearly as faint as 8th magnitude. Many basic observing references quote a limiting magnitude of 6, as this is the approximate limit of star maps which date from before the invention of the telescope. Ability in this area, which requires the use of averted vision, varies substantially from observer to observer, with both youth and experience being beneficial.
But the limiting magnitude of a camera is far more than the naked eye. I look through the very scope that took those pics and there is no way I see that many. Very few in fact. But let the shutter open for 2 hours total and beaucoup stars show up.That table looks like a table of best-case visibility.
Limiting Magnitude | Astronomics.com
For observing with a telescope: 7.5 + 5 log10 aperture (in cm)
For 32 cm, the limiting magnitude is 15.0, and using the above table's scaling value, the limiting magnitude without a telescope is 6.0.
Limiting magnitude
There is even variation within metropolitan areas. For those who live in the immediate suburbs of New York City, the limiting magnitude might be 4.0. This corresponds to roughly 250 visible stars, or one-tenth the number that can be perceived under perfectly dark skies. From the New York City boroughs outside Manhattan (Brooklyn, Queens, Staten Island and the Bronx), the limiting magnitude might be 3.0, suggesting that at best, only about 50 stars might be seen at any one time. From brightly lit Midtown Manhattan, the limiting magnitude is possibly 2.0, meaning that from the heart of New York City only approximately 15 stars will be visible at any given time.
From relatively dark suburban areas, the limiting magnitude is frequently closer to 5 or somewhat fainter, but from very remote and clear sites, some amateur astronomers can see nearly as faint as 8th magnitude. Many basic observing references quote a limiting magnitude of 6, as this is the approximate limit of star maps which date from before the invention of the telescope. Ability in this area, which requires the use of averted vision, varies substantially from observer to observer, with both youth and experience being beneficial.
Yes. You can think of the light coming from stars as photons per second per square meter. So, the amount of light you collect in an image is proportional to both the length of the exposure and the size of the aperture of your telescope. These are both small for the human eye but substantially larger for even the most modest of cameras. And with better resolution one can concentrate that light into a smaller area, thus achieving greater contrast against the sky for even better visibility.But the limiting magnitude of a camera is far more than the naked eye. I look through the very scope that took those pics and there is no way I see that many. Very few in fact. But let the shutter open for 2 hours total and beaucoup stars show up.That table looks like a table of best-case visibility.
Limiting Magnitude | Astronomics.com
For observing with a telescope: 7.5 + 5 log10 aperture (in cm)
For 32 cm, the limiting magnitude is 15.0, and using the above table's scaling value, the limiting magnitude without a telescope is 6.0.
Limiting magnitude
There is even variation within metropolitan areas. For those who live in the immediate suburbs of New York City, the limiting magnitude might be 4.0. This corresponds to roughly 250 visible stars, or one-tenth the number that can be perceived under perfectly dark skies. From the New York City boroughs outside Manhattan (Brooklyn, Queens, Staten Island and the Bronx), the limiting magnitude might be 3.0, suggesting that at best, only about 50 stars might be seen at any one time. From brightly lit Midtown Manhattan, the limiting magnitude is possibly 2.0, meaning that from the heart of New York City only approximately 15 stars will be visible at any given time.
From relatively dark suburban areas, the limiting magnitude is frequently closer to 5 or somewhat fainter, but from very remote and clear sites, some amateur astronomers can see nearly as faint as 8th magnitude. Many basic observing references quote a limiting magnitude of 6, as this is the approximate limit of star maps which date from before the invention of the telescope. Ability in this area, which requires the use of averted vision, varies substantially from observer to observer, with both youth and experience being beneficial.
So what’s the magnitude of the star that’s circled, likely to be?Yes. You can think of the light coming from stars as photons per second per square meter. So, the amount of light you collect in an image is proportional to both the length of the exposure and the size of the aperture of your telescope. These are both small for the human eye but substantially larger for even the most modest of cameras. And with better resolution one can concentrate that light into a smaller area, thus achieving greater contrast against the sky for even better visibility.But the limiting magnitude of a camera is far more than the naked eye. I look through the very scope that took those pics and there is no way I see that many. Very few in fact. But let the shutter open for 2 hours total and beaucoup stars show up.That table looks like a table of best-case visibility.
Limiting Magnitude | Astronomics.com
For observing with a telescope: 7.5 + 5 log10 aperture (in cm)
For 32 cm, the limiting magnitude is 15.0, and using the above table's scaling value, the limiting magnitude without a telescope is 6.0.
Limiting magnitude
There is even variation within metropolitan areas. For those who live in the immediate suburbs of New York City, the limiting magnitude might be 4.0. This corresponds to roughly 250 visible stars, or one-tenth the number that can be perceived under perfectly dark skies. From the New York City boroughs outside Manhattan (Brooklyn, Queens, Staten Island and the Bronx), the limiting magnitude might be 3.0, suggesting that at best, only about 50 stars might be seen at any one time. From brightly lit Midtown Manhattan, the limiting magnitude is possibly 2.0, meaning that from the heart of New York City only approximately 15 stars will be visible at any given time.
From relatively dark suburban areas, the limiting magnitude is frequently closer to 5 or somewhat fainter, but from very remote and clear sites, some amateur astronomers can see nearly as faint as 8th magnitude. Many basic observing references quote a limiting magnitude of 6, as this is the approximate limit of star maps which date from before the invention of the telescope. Ability in this area, which requires the use of averted vision, varies substantially from observer to observer, with both youth and experience being beneficial.
There’s not enough information to answer those questions. Where in the sky is this? What hardware was used to take this photo? Were filters involved? What is the exposure time of the image? What is the stretch in the image?So what’s the magnitude of the star that’s circled, likely to be?
And am I correct that it’s probably an M class dwarf?
View attachment 42822
In Cygnus, just south of Sadr. No filters, just a color camera with 3.96um pixel size, 71mm aperture and 336 focal length, 2 hours of 3 min subs.There’s not enough information to answer those questions. Where in the sky is this? What hardware was used to take this photo? Were filters involved? What is the exposure time of the image? What is the stretch in the image?So what’s the magnitude of the star that’s circled, likely to be?
And am I correct that it’s probably an M class dwarf?
View attachment 42822
Yeah, so that’s the start of the info you would need to get at a magnitude of that star.In Cygnus, just south of Sadr. No filters, just a color camera with 3.96um pixel size, 71mm aperture and 336 focal length, 2 hours of 3 min subs.There’s not enough information to answer those questions. Where in the sky is this? What hardware was used to take this photo? Were filters involved? What is the exposure time of the image? What is the stretch in the image?So what’s the magnitude of the star that’s circled, likely to be?
And am I correct that it’s probably an M class dwarf?
View attachment 42822
of course it’s significantly cropped. Original is in the Astrophotography thread
If there are no filters then it's not a red dwarf, with probability about 99.9%. You can tell, because there are a few thousand naked-eye stars in the sky, and three of them are M class. Red dwarfs are the most common type, but they're so dim that among all stars at a given magnitude they're very rare. That principle applies to telescopes exactly as it applies to the naked eye.In Cygnus, just south of Sadr. No filters, just a color camera with 3.96um pixel size, 71mm aperture and 336 focal length, 2 hours of 3 min subs.There’s not enough information to answer those questions. Where in the sky is this? What hardware was used to take this photo? Were filters involved? What is the exposure time of the image? What is the stretch in the image?So what’s the magnitude of the star that’s circled, likely to be?
And am I correct that it’s probably an M class dwarf?
View attachment 42822
of course it’s significantly cropped. Original is in the Astrophotography thread
That picture was taken by a telescope (?) and god knows how long it took to collect all the light.Well, I mean, look at the picture. It’s so full of stars that almost every point is covered by the surface of some Star.