Violation of law of conservation?

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    Conservation Law
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The discussion centers on the apparent violation of the law of conservation of energy when light refracts through glass. It is clarified that while light slows down in the glass, this is due to absorption and re-emission processes, not a change in the speed of light itself. The frequency of light remains constant, ensuring energy conservation, while only the velocity and wavelength change. Comparisons are made to ocean waves to illustrate that speed variations do not imply energy loss. Ultimately, energy conservation holds true when considering all interactions during the light's passage through different media.
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violation of law of conservation?

When the light goes through a glass window, it undergoes refraction inside the glass material and its velocity is decreased (changed)for sure, then how come the light,after coming out of the glass, can travel with the standard velocity?? what is the source that enables the light to gain its speed back? Don't you think here the law of conservation of energy is violated??
 
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The laws of reflection and refraction are derived from the fact that energy and momentum are both conserved when a photon moves through an interface.

Conservation of energy demands that the frequency must be invariant when traveling through an interface, that is why frequency is always constant in these situations. Only velocity and wavelength change as one moves from one region of refractive index to another.

Claude.
 
On the microscopic scale, the speed of light does not change in refraction - the apparent change in the speed of light comes from absorption and re-emission - otherwise, the photons travel at C.
 
photon79 said:
what is the source that enables the light to gain its speed back? Don't you think here the law of conservation of energy is violated??

You find this inconsistency because you are thinking of light as a particle. Remember, light can behave like both :smile:

Although the analogies are not exactly the same, I think it is nice to compare this with typical ocean waves. Water waves travel faster in deeper areas than they do in shallow. If they pass through unlevel ocean floor, their speed will change accordingly. No violation of energy here.
 
mezarashi said:
You find this inconsistency because you are thinking of light as a particle. Remember, light can behave like both :smile:

Although the analogies are not exactly the same, I think it is nice to compare this with typical ocean waves. Water waves travel faster in deeper areas than they do in shallow. If they pass through unlevel ocean floor, their speed will change accordingly. No violation of energy here.

the qm description (absoption/re-emission), which is the correct explanation, doesn't require you to think in terms of wave-particle "duality".
 
inha said:
the qm description (absoption/re-emission), which is the correct explanation, doesn't require you to think in terms of wave-particle "duality".

Just for arguments sake, which I know I shall regret later, using the wave description of light one will also avoid having to use the absorption/re-emission explanation.
 
photon79 said:
When the light goes through a glass window, it undergoes refraction inside the glass material and its velocity is decreased (changed)for sure, then how come the light,after coming out of the glass, can travel with the standard velocity?? what is the source that enables the light to gain its speed back? Don't you think here the law of conservation of energy is violated??


Devide whole situation into three consecutive parts. First before the light enters the glass. Second, while the light is traveling through glass. Third after the light come out of the glass. The first and the third, the light travles with same speed therefore they have equal energy. During the second part, although light seems to slow down, it will certainly increase the energy of the glass via heat and it might as well be that when sum all the energy it will be equal to that of first and the third parts. No?
 
The classical energy of the light is not related to the speed, but the square
of the field amplitude. In materials there is a more complicated expression
involving the electric and magnetic polarizabilities of the materials. In other
words, the fields make the materials vibrate and this energy must be included
as well.

You will find if you work this through carefully that energy is conserved
(if you include where it is dissipated or reflected) at every step of the way.
 
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