What Are Black Bodies & Why Are Stars Considered Them?

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Black bodies are theoretical objects that absorb all incoming radiation without reflecting any, and they emit radiation based on their temperature. Stars are not perfect black bodies, but their behavior closely aligns with black body radiation principles, allowing for accurate descriptions using black body formulas. The radiation emitted by black bodies can include visible light, as seen in stars, which produce their own radiation through thermal processes. Reflection and radiation differ in that reflected radiation retains its original properties, while absorbed radiation is re-emitted with characteristics determined by the emitting body's temperature. The conversion of absorbed energy into emitted radiation occurs within the black body itself through thermalization processes.
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I'm having the hardest time understanding Black bodies. I have a lot of questions about them so I can't write all of them, instead I'll just start with : Why are stars considered black bodies?
 
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eyad-996 said:
I'm having the hardest time understanding Black bodies. I have a lot of questions about them so I can't write all of them, instead I'll just start with : Why are stars considered black bodies?

Tell us what you know about black bodies...
 
A black body is an object with zero albedo - that is an object that absorbs all incoming radiation and reflects none of it back. That doesn't mean they will be black because black bodies produce their own radiation according with the black body radiation formula which depends on the temperature of the black body. A star really isn't a perfect black body but it's behavior is close enough to a black body that the black body formulae will describe it to a reasonably high accuracy.
 
dauto said:
That doesn't mean they will be black because black bodies produce their own radiation according with the black body radiation formula which depends on the temperature of the black body.

So the radiation they emit is not within the visible spectrum, correct?

On whatis.techtarget.com
They defined a Black body as " a theoretically ideal radiator and absorber ".
Doesn't that contradict with what you said about black bodies not reflecting any radiation back?

In other words, how does reflection differ from radiation?
 
eyad-996 said:
So the radiation they emit is not within the visible spectrum, correct?

On whatis.techtarget.com
They defined a Black body as " a theoretically ideal radiator and absorber ".
Doesn't that contradict with what you said about black bodies not reflecting any radiation back?

In other words, how does reflection differ from radiation?

The distribution of the radiation they emit depends on their temperature. From your reading, what is the equation for the emission spectra from a black body?
 
eyad-996 said:
So the radiation they emit is not within the visible spectrum, correct?

On whatis.techtarget.com
They defined a Black body as " a theoretically ideal radiator and absorber ".
Doesn't that contradict with what you said about black bodies not reflecting any radiation back?

In other words, how does reflection differ from radiation?

Black bodies do emit visible radiation. That's where the sun's visible light come from.

That page is saying the same thing I said. An ideal absorber absorbs all radiation reflecting none.

If you're a american football fun, you know the difference between reflection and radiation. It the quarterback throughs the ball to a receiver and the receiver reflects it, we have an incomplete. If the receiver absorbs it and emits it again, we have a fumble. Physically, reflected radiation preserve properties such as its wavelength while absorbed and re-emitted radiation will have properties dictated by the emitting body temperature.
 
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berkeman said:
From your reading, what is the equation for the emission spectra from a black body?

To determine the peak of an emission spectrum (I think I phrased that right!) You use Wien's Displacement Law :
Peak λ * T = b
where T is the absolute temperature of the Black body, and b is around 2.9*10^-3
 
eyad-996 said:
To determine the peak of an emission spectrum (I think I phrased that right!) You use Wien's Displacement Law :
Peak λ * T = b
where T is the absolute temperature of the Black body, and b is around 2.9*10^-3

Correct, except for the missing units for the constant b.
 
So let me get this straight, a Black body absorbs the radiation of a certain spectrum and then re-emits it in a different spectrum with a different peak wavelength?
 
  • #10
I keep picturing a star every time I talk about Black bodies, how wrong is that?
 
  • #11
Maybe the missing part (in the sense that it was not pointed out yet) is that the black body's emission is not conditioned by absorption. You don't need absorption in order to have emission.
As long as the BB has a temperature above zero it will emit the BB spectrum. Of course, this will make the body to cool down and the spectrum will change accordingly. Unless there is an internal source of energy which will compensate for the energy lost by radiation.
For a star I suppose the absorption is not very important in the general energy balance.
 
  • #12
eyad-996 said:
So let me get this straight, a Black body absorbs the radiation of a certain spectrum and then re-emits it in a different spectrum with a different peak wavelength?

Yes, that's right.
 
  • #13
eyad-996 said:
I keep picturing a star every time I talk about Black bodies, how wrong is that?

Not too wrong. Stars are fairly good black bodies.
 
  • #14
dauto said:
Yes, that's right.

Well then where/when did this 'conversion' happen?
 
  • #15
eyad-996 said:
Well then where/when did this 'conversion' happen?

It happens in the black body itself. Atoms absorb the energy, spread it around through collisions (a process also known as thermalization), and the atoms emit the energy again at a latter time according with their own average thermal energy.
 
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