Of the stars that can be seen with the naked eye, what are the distributions of each type? For example, how many are main sequence? how many are Super Red giants/white dwarfs/neutron stars...etc. What's the distribution by mass and distance?
Posting it here because that's not what I thought was meant by demographics.
I thought it might be a question about light pollution. Like "Given the spread of light pollution, how many people can still see the stars and where are they?"
Demographics implies a study about people. The word comes from Greek: “demos” meaning “ordinary citizens or common people” and “graphia” meaning “writing, drawing, description.”
None of this relates whatsoever to populations of stars, which would more aptly be described as having a distribution. So a better way to write the title would’ve been:
“What is the distribution of stars visible to the naked eye?”
Don't need to explain me what demographics means, but even after studying your exlanation in detail I think it 100% fits what can be understood as star demographics, transferring your explanation of a "study about stars".. maybe it is because I have read too many things in this area but "What is the distribution of stars visible" feels off, and I also find the nit picking on how to do titles right off.
Anyway, the question was, to understand the other side better: What did you expect? (Not please explain me demographics in its original meaning :( )
Yes, because population has lost the implication of people due to its usage as a technical term in statistics [1]. Demographics does not have a similar usage history. If it had, there would not be any cause for confusion.
There's no "cause for confusion" here either: the meaning is more than clear enough unless you're trying to be willfully confused by technicalities. The only way it might be confusing (or rather amusingly ambiguous) is if there was also uncertainty about the word "star". I don't think Physics StackExchange talks about film celebrities more often than astronomical objects, or that some film stars are invisible to the naked eye.
Not OP, but I was thinking of question I was pondering few days ago: what is the distribution of people vs bortle scale, i.e. what percentage of population live in area where they can see X stars
The question is not what other terms they could have used but how you could interpret differently the chosen expression (which is perfectly unambiguous to me)
Yeah, as a non-native speaker, I was a bit confused about “demographics” as well. What did I expect? Nothing. It’s only felt “off” with stars and demographics. A “characteristics” or distribution on the other hand would click immediately. (If we have to nitpick about the title ;) )
It's a fairly straightforward conclusion that most visible stars are more massive than the Sun. Star mass directly affects the fusion reaction rates at the core, which in turn directly affects the luminosity and the lifetime of the star.
The brightest stars can even shine through dust clouds (or simply emit enough radiation to ionise and dissipate them altogether).
(Space) telescopes can see far dimmer magnitudes than can the human eye at sea level, so more Sun-like stars and red dwarfs show up considerably more easily, given these star types (K and M types) emit strongly in the infrared, which the Earth itself blots out).
> It's a fairly straightforward conclusion that most visible stars are more massive than the Sun.
I can imagine that scientists have figured out accurate ways to measure the "actual" brightness of stars and including our sun, and maybe in retrospect using some simple insights and tricks, but it's not obviously straightforward at all.
Let's hypothesize that our sun is the most massive star in the galaxy, and what we look at in the sky are the rest of the stars in decreasing order of size, with the largest the most visible. How is it straightforward to conclude that that's not true? And are we declaring Newton's accomplishments straightforward?
I don't think that actually answer the question. It definitely has an answer, bt just throwing around scientific fields isn't it.
Also, don't you mean stellar spectroscopy? Mass spectrometry is when you fire ions through an electric field to determine their mass-to-charge ratio. Doesn't seem even a little bit applicable to far-away objects.
The real answer is that as our ability to test our current model or knowledge, so does the model evolve.
Saying a bunch of stupid science words is just how idiots online attempt to generate consensus to their line of argumentation because they struggle deeply with ontology.
Think about our knowledge of the Earth rotating around the sun vs. the sun rotating around the Earth, or flat Earth vs a spheroid Earth, our models increase in accuracy as their testability increases in tandem.
Yeah and none of that will be workable if we find out there’s some sort of occluding mechanism or distortion surrounding the solar system.
Like saying you will find water because you took a picture of a mirage.
The work that made Hubble famous was built on a slightly earlier discovery by Henrietta Leavitt that variable stars had a relationship between their absolute brightness and their period[0]. These were the early "standard candles" that Hubble used to start sorting out distances to objects within our galaxy and when he first realized that the Andromeda Galaxy is not local to us, but its own separate galaxy. Things have gotten on a lot since then, but the basics of how it was done are extremely approachable, astronomy 101 stuff.
Just to add that that only works for specific types of stars that have regular pulsations. It can be used to infer distances to other types of stars if you have good cause to think that the pulsating star is in the same place as the other stars. This works for clusters and stellar associations, but not for the "field" stars in the galaxy.
> I can imagine that scientists have figured out accurate ways to measure the "actual" brightness of stars
Sure. This is actually pretty simple.
Stars visible with naked eye are relatively close to us. We can measure parallax (https://en.wikipedia.org/wiki/Stellar_parallax) and this gives you the distance to the star directly. Once you know the apparent brightness and the distance you can calculate the actual brightness.
"The Hubble telescope WFC3 now has a precision of 20 to 40 microarcseconds, enabling reliable distance measurements up to 3,066 parsecs (10,000 ly) for a small number of stars."
Vast majority of visible stars fall within couple thousand light years, the only ones that are further are extremely bright, extremely rare and extremely short lived.
On the first diagram, the y-axis is the absolute brightness of the stars in the visible spectrum (V) and the x-axis is the difference between magnitude in blue (B) and the entire magnitude of the star in visible spectrum (V).
Thus on the left-top we will see super bright stars, all in blue spectrum, super hot blue stars actually. One is R136a1, a super massive blue star with 200 M and a radius of 4.7 millions sun!
Although 163000 ly away, it’s still visible because of its super brightness. Those super-hot blue stars are just a momentary capture of quick giants, who is about to transit to other states entirely.
On the right side, we will see bright red giants. A good candidate would be the Garnet Star.
"Visible to the naked eye" is increasingly a fuzzy statement ranging from magnitude 4.0 to 6.0+[0]: Light pollution means that in the environments where most of humanity lives we can see fewer and fewer stars. Nowadays if you see a "star" and it is not visibly moving or blinking, its probably a planet (and those come with very different "demographics" :-)
Light pollution is a real problem that should be taken seriously and mitigated. Nevertheless, you are exaggerating. Many of the more famous constellations such as Orion are naked eye visible in every city I’ve visited.
The BSC includes "positions, proper motions, magnitudes, and, usually, spectral types" of 9110 stars visible to the naked eye.
Equally interesting is the WCSTools package, which is a bunch of C code that can find or compute the motion of objects in a given catalog, like the BSC. There's even mention of Perl and Python wrappers for it.
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[ 3.1 ms ] story [ 105 ms ] threadOf the stars that can be seen with the naked eye, what are the distributions of each type? For example, how many are main sequence? how many are Super Red giants/white dwarfs/neutron stars...etc. What's the distribution by mass and distance?
Posting it here because that's not what I thought was meant by demographics.
Something like that.
None of this relates whatsoever to populations of stars, which would more aptly be described as having a distribution. So a better way to write the title would’ve been:
“What is the distribution of stars visible to the naked eye?”
Anyway, the question was, to understand the other side better: What did you expect? (Not please explain me demographics in its original meaning :( )
Btw, "population of stars" is what it is exactly about and the term since almost a century: https://en.m.wikipedia.org/wiki/Stellar_population
[1] https://en.wikipedia.org/wiki/Statistical_population
The brightest stars can even shine through dust clouds (or simply emit enough radiation to ionise and dissipate them altogether).
(Space) telescopes can see far dimmer magnitudes than can the human eye at sea level, so more Sun-like stars and red dwarfs show up considerably more easily, given these star types (K and M types) emit strongly in the infrared, which the Earth itself blots out).
I can imagine that scientists have figured out accurate ways to measure the "actual" brightness of stars and including our sun, and maybe in retrospect using some simple insights and tricks, but it's not obviously straightforward at all.
Let's hypothesize that our sun is the most massive star in the galaxy, and what we look at in the sky are the rest of the stars in decreasing order of size, with the largest the most visible. How is it straightforward to conclude that that's not true? And are we declaring Newton's accomplishments straightforward?
Also, don't you mean stellar spectroscopy? Mass spectrometry is when you fire ions through an electric field to determine their mass-to-charge ratio. Doesn't seem even a little bit applicable to far-away objects.
Think about our knowledge of the Earth rotating around the sun vs. the sun rotating around the Earth, or flat Earth vs a spheroid Earth, our models increase in accuracy as their testability increases in tandem.
Our current working hypothesis(es) and theories have not been invalidated so far and thus, they depict the most accurate model we have.
But it’s just a model: data that we get artists to turn into pretty “space” pictures.
If the public had a real understanding of astronomy and space exploration it would neither be seen as interesting or worth funding.
[0]https://en.wikipedia.org/wiki/Period-luminosity_relation
Sure. This is actually pretty simple.
Stars visible with naked eye are relatively close to us. We can measure parallax (https://en.wikipedia.org/wiki/Stellar_parallax) and this gives you the distance to the star directly. Once you know the apparent brightness and the distance you can calculate the actual brightness.
"The Hubble telescope WFC3 now has a precision of 20 to 40 microarcseconds, enabling reliable distance measurements up to 3,066 parsecs (10,000 ly) for a small number of stars."
Vast majority of visible stars fall within couple thousand light years, the only ones that are further are extremely bright, extremely rare and extremely short lived.
Thus on the left-top we will see super bright stars, all in blue spectrum, super hot blue stars actually. One is R136a1, a super massive blue star with 200 M and a radius of 4.7 millions sun! Although 163000 ly away, it’s still visible because of its super brightness. Those super-hot blue stars are just a momentary capture of quick giants, who is about to transit to other states entirely.
On the right side, we will see bright red giants. A good candidate would be the Garnet Star.
R136a1 has 196 solar masses, 42.7 solar radii, and its solar luminosity is 4.7M (4.677M), so it has a radiant flux of ~4.7M suns.
[0] https://skyandtelescope.org/astronomy-resources/astronomy-qu...
http://tdc-www.harvard.edu/catalogs/bsc5.html
The BSC includes "positions, proper motions, magnitudes, and, usually, spectral types" of 9110 stars visible to the naked eye.
Equally interesting is the WCSTools package, which is a bunch of C code that can find or compute the motion of objects in a given catalog, like the BSC. There's even mention of Perl and Python wrappers for it.
http://tdc-www.harvard.edu/wcstools/index.html
If you search GitHub, you'll find a small handful of projects dedicated to working with WCSTools.