Does photon have a rest frame?

In summary: Again, the amplitude is increasing as you watch it, but this time it drops back to zero as it reaches the right side of the graph. The reason for this is that when you are in your rest frame, the photons are flying past you at the speed of light. However, from the photons point of view, you are flying along with it. So, in this graphic, the photon is flying to the left, because that is the direction it is looking.
  • #1
RiddlerA
58
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Lets say for a moment that everything that travels at speed below c has a rest frame..
All kinds of waves are produced from entities which has a rest frame...
for example, Water waves produced from water surface which has a rest frame, similarly sound waves from physical objects, light waves from atoms and so on...

If photon is created at the atom level by the transition of electrons from one energy level to another, then it should have rest frame, since electron has rest frame...
I mean the speed of electron can never reach 'c', so the photon which is produced from the electrons must be initially accelerated to the speed of 'c'... If photon has no acceleration, then it can never reach 'c'... So photon initially travels at a speed below 'c' before it is accelerated... Hence it has a rest frame?
 
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  • #2
You assume that photons start out with zero speed and then are accelerated. That's not so.
 
  • #3
read the FAQs in the cosmology section
 
  • #4
phinds said:
read the FAQs in the cosmology section

Can u please tell me which question you are referring to?
There are 12 questions in there and none is related to photons...
 
  • #5
Doc Al said:
You assume that photons start out with zero speed and then are accelerated. That's not so.

Im not assuming.. I just wonder how something could just come out of the rest particles with speed of light without any acceleration whatsoever...
 
  • #6
RiddlerA said:
Can u please tell me which question you are referring to?
There are 12 questions in there and none is related to photons...
We have a short FAQ on this in this forum (Relativity): Rest frame of a photon
 
  • #7
RiddlerA said:
Im not assuming.. I just wonder how something could just come out of the rest particles with speed of light without any acceleration whatsoever...
Again you tacitly assume that it starts from rest. It doesn't. Photons only exist at speed c. (Just because the particle emitting the photon might be at rest in some frame has no implication for the photon's speed.)
 
  • #8
RiddlerA said:
If photon has no acceleration, then it can never reach 'c'... So photon initially travels at a speed below 'c' before it is accelerated... Hence it has a rest frame?
It is certainly a good question.

And not easy to answer.
For instance consider the wavefunction of a photon in time.

I differ with most here who probably would discourage people from asking such questions in the first place.
 
  • #9
RiddlerA said:
Lets say for a moment that everything that travels at speed below c has a rest frame..
All kinds of waves are produced from entities which has a rest frame...
for example, Water waves produced from water surface which has a rest frame, similarly sound waves from physical objects, light waves from atoms and so on...

If photon is created at the atom level by the transition of electrons from one energy level to another, then it should have rest frame, since electron has rest frame...
I mean the speed of electron can never reach 'c', so the photon which is produced from the electrons must be initially accelerated to the speed of 'c'... If photon has no acceleration, then it can never reach 'c'... So photon initially travels at a speed below 'c' before it is accelerated... Hence it has a rest frame?

Photons in SR always travel at c. They are not accelerated.

Photons are not localizable, therefore you cannot define a rest frame for them.

A photon is not a tiny ball living inside an electron and then ejected and accelerated up to c, as you seem to believe.
 
  • #10
juanrga said:
A photon is not a tiny ball living inside an electron and then ejected and accelerated up to c, as you seem to believe.
Since you pretend to know it better why don't you give use the truth of the matter.

We have an electron, then a photon is emitted. What happens?

The floor is yours...
 
  • #11
Consider some graphics originally taken from http://en.wikipedia.org/wiki/Polarizer

The first is labeled in nanometers. This is meant to represent a 532 nanometer photon flying by you (your rest frame - you are watching the photon fly past you) to the right at the speed of light. The photon has been forced into a "linear" form by the filters it has gone through.

As it passes you the amplitude of the photon is increasing, then dropping back to zero then going negative as it passes you. The amplitude is 0 at position 0 and is back to zero by the time it reaches 532 nanometers to the right.

polarized_light1.jpg


The next graphic is meant to represent the photon from the photons point of view (the photons rest frame - you are flying along with the photon and watching it over time). What you see is the photon again being forced into a specific orientation by the filters.

As time passes, the amplitude of the photon is increasing, then dropping back to zero then going negative, then going back to zero. At time 0, it has an amplitude of 0, by time 1.7 zeptoseconds the amplitude has returned to 0.

polarized_light2.jpg
 
  • #12
Remember that there is also a 'spiral' component of the wave. I have not seen anyone turning that in some relativistic Thomas precession.
 
  • #13
It is not possible to transform to the 'rest frame' of anything traveling a the speed of light by a Lorentz transformation, obviously.

But there are coordinates in which the energy of radiation is seen as static. The energy momentum tensor of light propagating in the k direction is given by

Tαβ = σ2 kαkβ where k is a null vector, kμkμ = 0.

This is in the usual Minkwski coords, t,x,y,z.

If we trasform this EMT to Brinkmann coords.

u = (x-t)/2
v= (x+t)2

The EMT transorms to that of static energy, T00 = ρ, all other components zero.

This works in reverse too, and static matter in Minkowski coords becomes radiation in Brinkmann coords. I think this is called an 'ultra-boost'.
 
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  • #14
As Mentz114 says, it is not possible to transform the observer to the 'rest frame' of the photon. But it is still possible to approach that frame as closely as we like. And beyond a certain speed, the observer's picture of the photon stops changing and looks like this:

1. Because the photon's light source is moving away from the observer at a speed immeasurably close to that of light, the Doppler effect red-shift's the photon's wave packet (wherein its position becomes immeasurably uncertain) and its wavelength, λ, to immeasurably large values. Hence, its wave number, w=1/λ, is immeasurably small, and its momentum, p=hw, is likewise.

2. Since, its speed is the same in all frames, both its frequency is f = w/c, and therefore, both f and its energy, hf = hw/c, are immeasurably small.

3. Conclusion: Long before the observer can ever "match the speed" of the photon, he knows what the answer will be: What photon?
 
  • #15
Correction: f=wc, of course!
 
  • #16
Passionflower said:
Since you pretend to know it better why don't you give use the truth of the matter.

We have an electron, then a photon is emitted. What happens?

The floor is yours...

Essentially a photon just came into being (and traveling at c), while the equivalent amount of energy and momentum is taken away from the electron (perhaps dropping down to a lower atomic energy level).

As far as we know, this is instantaneous and probabilistic at the single electron-photon level.
 
  • #17
Doc Al said:
Again you tacitly assume that it starts from rest. It doesn't. Photons only exist at speed c. (Just because the particle emitting the photon might be at rest in some frame has no implication for the photon's speed.)

But we all know that photons' speed is reduced when it is traveling through a denser medium... So for instance, imagine we are traveling just over an ocean close to the water level in a very fast(really fast) jet, and a light source is kept inside the ocean.. We can see the light path from the jet... Now since in air Photons' speed is higher than in water... So now if we manage to travel very fast in air, then we can actually reach the speed of photon('c' in water)...
Remember we didnt reach value of 'c' for air, we reached value of 'c' for water In AIR...
So from the jet , we can now see the rest frame of photon...

Dont u think?
Instead of just denying me right out, just think about it a little bit...
 
  • #18
Passionflower said:
It is certainly a good question.

I differ with most here who probably would discourage people from asking such questions in the first place.

Its finally so good to see a person who agrees with me... Thank you a lot...
 
  • #19
RiddlerA said:
But we all know that photons' speed is reduced when it is traveling through a denser medium...

No, it isn't:

https://www.physicsforums.com/showthread.php?t=511177
 
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  • #21
jtbell said:
No, it isn't:

https://www.physicsforums.com/showthread.php?t=511177

What about other mediums? such as gases and liquids?
Do photons travel in them at exactly 'c'?
If not then what is the reason behind it?
Liquids and gases don't have lattices in them, do they?
 
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  • #22
Doc Al said:
We have a short FAQ on this in this forum (Relativity): Rest frame of a photon
A rest frame of some object is a reference frame in which the object's velocity is zero. One of the key axioms of special relativity is that light moves at c in all reference frames. The rest frame of a photon would require the photon to be at rest (velocity=0) and moving at c (velocity=299792458 m/s). That of course is contradictory. In other words, the concept doesn't make sense.
Perhaps this makes also sense:

Objects in a restframe experience proper time per definition. As the space-time interval for massless particles like photons is zero and they thus experience no proper time, photons have no rest frame.
 
  • #23
RiddlerA said:
What about other mediums? such as gases and liquids?
Do photons travel in them at exactly 'c'?
If not then what is the reason behind it?
Liquids and gases don't have lattices in them, do they?
They don't have lattices but they have atoms. light moves beteen atoms (in vacuum) a c. It is the time it takes to be absorbed and then re-ejected by an atom that makes it appear to move slower than c through the liquid or gas.
 
  • #24
Anyone here starting to doubt the correctness of SR and GR?
Or is it just me?
 
  • #25
RiddlerA said:
Anyone here starting to doubt the correctness of SR or GR?
Or is it just me?
It's just you.
 
  • #26
RiddlerA said:
Anyone here starting to doubt the correctness of SR and GR?
Or is it just me?

What is in doubt is your understanding of SR/GR, and also your awareness that you are implicitly USING SR/GR every single day!

This thread is done.

Zz.
 

1. What is a photon?

A photon is a fundamental particle of light that carries electromagnetic energy. It has zero mass and travels at the speed of light in a vacuum.

2. Does a photon have a rest frame?

No, a photon does not have a rest frame. According to Einstein's theory of relativity, an object with zero rest mass (such as a photon) can only travel at the speed of light, and therefore does not have a rest frame.

3. Can a photon be at rest?

No, a photon cannot be at rest. As mentioned before, a photon can only travel at the speed of light, and cannot have a rest frame. This means that it is always in motion and cannot be at rest.

4. How can a photon have energy without mass?

A photon's energy comes from its electromagnetic waves, not its mass. In other words, a photon's energy is not dependent on its mass, but rather on its frequency and wavelength. This is one of the unique characteristics of photons.

5. Can a photon's speed change?

No, a photon's speed cannot change. As stated earlier, a photon always travels at the speed of light in a vacuum. This speed is constant and cannot be altered, regardless of the direction or conditions in which the photon is traveling.

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