1. Oct 20, 2015

### Raman Choudhary

I'm trying to start understanding quantum mechanics, and the first thing I've come across that needs to be understood are black bodies. But I've hit a roadblock at the very first paragraphs. :( According toWikipedia:
A black body (also, blackbody) is an idealized physical body that absorbs all incident electromagnetic radiation, regardless of frequency or angle of incidence.
OK, that's nice. It's an object that absorbs (takes in itself and stores/annihilates forever) any electromagnetic radiation that happens to hit it. An object that always looks totally black, no matter under what light you view it. Good. But then it follows with:
A black body in thermal equilibrium (that is, at a constant temperature) emits electromagnetic radiation called black-body radiation.
Say what? Which part of "absorbs" does this go with? How can it absorb anything if it just spits it right back out, even if modified? That's not a black body, that's a pretty white body if you ask me. Or a colored one, depending on how it transforms the incoming waves.

What am I missing here?

2. Oct 20, 2015

### Geofleur

The term "blackbody" is perhaps not very good, because a blackbody does not have to look black. The sun, for example, absorbs almost all of the radiation incident upon it, but it certainly doesn't look black! A blackbody absorbs radiation, but it emits radiation of its own in response. If it didn't, its temperature would keep on rising and rising forever! The radiation emitted is not "the same" as what is absorbed. For example, the wavelengths of the emitted radiation are usually quite different from those of the absorbed radiation. When the temperature of the blackbody reaches steady state, the energy absorbed per unit time will equal the energy emitted.

3. Oct 20, 2015

### 256bits

( A white body is that which reflects all incident light upon it ( with scattering ) so that term is already taken. )

One has to distinguish that which how a body can interact with incomming radiation,
1. it can transmit.
2. it can reflect .
3. it can absorb.

For all 3 cases, the theoretical range can be 0% to 100% of the incomming radiation, or outgoing radiation.

Then to analyze, one notes the following,
Transmission - easy analysis, the radiation and body do not interact, so there is no energy exchange, for all frequencies of radiation.
Reflection - again easy, no interaction, no energy exchange, for all frequencies.
Absorbtion - interaction, the body gains all energy.
Emittance - the body loses energy.

Hence, the interesting cases seem to be the absortion and emmitance of radiation.
Question is, how much energy is gained, or lost. What is the relationship with the temperature of the body? How is thermal equilibrium reached between objects using radiation as a means of energy transfer? Is a perfect radiator ( another term of a body interacting with radiation ) both a perfect absorber and a perfect emitter?

So, one would naturally ( ? ) come to think of what happens when all 100 % radiation is absorbed, and deal with that case. In other words, we will assume there is such a thing as an ideal or perfect absorber of radiation and see to where that leads. Another question comes to mind, is that, Is a perfect radiator ( another term of a body interacting with radiation ) both a perfect absorber and a perfect emitter?

Gustav Kirchhoff, 19th century, was one of the guys thinking of this problem, and it is he ( 1860 ) who coined the term "blackbody" - that which neither reflects, transmitts, but absorbs wholly all incomming radiation. You can look up https://www.physicsforums.com/wiki/Kirchhoff%27s_law_of_thermal_radiation [Broken] , as being just one of his contributions to science. Perhaps a piece of carbon black infuenced his choice of words.

Opaque bodies, Planck was interested in black bodies,
Some historical terms we just have to accept as being so commonly used, that anyone is immediately understood.

Last edited by a moderator: May 7, 2017
4. Oct 21, 2015

### davenn

@256bits
great explanation and reference

cheers
Dave

5. Oct 29, 2015

### 256bits

Thanks. Much appreciated.