Can Photons Have Reference Frames in Special Relativity?

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Discussion Overview

The discussion revolves around whether photons can have reference frames in the context of special relativity. Participants explore the implications of photons traveling at the speed of light and the nature of reference frames in relativistic physics.

Discussion Character

  • Debate/contested
  • Conceptual clarification
  • Technical explanation

Main Points Raised

  • Some participants assert that photons do not have rest frames because they travel at the speed of light (c) in all frames.
  • One participant suggests that if photons had rest frames, they would not be traveling at c, implying a contradiction in their existence.
  • Another participant questions the reasoning behind the assertion that photons lack reference frames, seeking a deeper understanding of why particles with null worldlines cannot have reference frames.
  • There is a discussion about the nature of scientific statements, with some arguing that incomplete statements should be considered incorrect, while others defend the validity of approximations in scientific discourse.
  • One participant mentions the paradox of two photons traveling in the same direction and questions the implications of constructing an inertial frame at the speed of light.
  • Another participant highlights the mathematical issue of division by zero when discussing reference frames for photons.

Areas of Agreement / Disagreement

Participants generally agree that photons do not have valid reference frames, but there is disagreement on the reasoning and implications of this assertion. The discussion remains unresolved regarding the deeper understanding of why particles with null worldlines lack reference frames.

Contextual Notes

The discussion touches on the limitations of definitions and the implications of special relativity, particularly regarding the nature of reference frames and the behavior of particles traveling at the speed of light.

theFuture
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So imagine you are staring at a two separate photons. Instantaneously, you jump into the frame of one of the photons. Would you then observe the other photon moving at c? They wouldn't appear at rest, right? Is there something fundamentally wrong with my set up that gets in the way of thinking about this problem? My SR knowledge is weak (only worked through the kogut book) and when my intuition and physics knowledge fails me, I've got nowhere to turn (but here!)
 
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Photons don't have rest frames.

However, if you insist on taking limits, or whatever, to make sense of it as best as you can, you'll find that everything in the observable universe gets collapsed into a plane... but yes, other photons still travel at c.

Paradoxically, so could another photon that happened to be at the same place and moving in the same direction as the first.



addendum: the procedure I mentioned is merely for "constructing" an "inertial frame" whose relative velocity to a real inertial frame is c.
 
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Why don't they have rest frames ?
 
roger,

Because if they did, photons would not be traveling at c in that frame. And photons travel at c in all frames.
 
jdavel said:
roger,
Because if they did, photons would not be traveling at c in that frame. And photons travel at c in all frames.

There are some words which make the first phrase incorrect.It should have been:"Because if they did,they would not be traveling at "c" in any frame,therefore would have nonzero rest mass.And photons travel at "c" in all frames".

Daniel.
 
Thanks. That clears things up a lot.
 
dextercioby said:
There are some words which make the first phrase incorrect.It should have been:"Because if they did,they would not be traveling at "c" in any frame,therefore would have nonzero rest mass.And photons travel at "c" in all frames".

Daniel.

If the correct statement is "they would not be traveling at c in any frame" and I say "they would not be traveling at c in that frame" I don't see why my statement is "incorrect". Incomplete, maybe. But why incorrect?
 
jdavel said:
If the correct statement is "they would not be traveling at c in any frame" and I say "they would not be traveling at c in that frame" I don't see why my statement is "incorrect". Incomplete, maybe. But why incorrect?

To me,in science there's no room for "approximation".We'd like to call them 'exact sciences'.A definition and in general any statement which is incomplete is incorrect.That's the way i see it. :wink:
Your remark left the door open for the statement that it could have been true for other reference frames and not for the one u mentioned.My remark excluded that possibility.
Awkwardy,though being called "theory of relativity",i don't see anything "relative" in it.It is a very rigurous theory.

Daniel.
 
Photons do not have a valid reference frame. Division by zero.
 
  • #10
dextercioby said:
To me,in science there's no room for "approximation".We'd like to call them 'exact sciences'.A definition and in general any statement which is incomplete is incorrect.That's the way i see it. :wink:
Your remark left the door open for the statement that it could have been true for other reference frames and not for the one u mentioned.My remark excluded that possibility.
Awkwardy,though being called "theory of relativity",i don't see anything "relative" in it.It is a very rigurous theory.

Daniel.

Hmm, but surely you're being circular here (in the post before this post) you're essentially stating that photons don't have reference frames because they travel along null worldlines and partilces that travel along null worldlines don't have refrence frames. Whilst that is true it's unsatisfying as it doesn't tell us why particles with null worldlines don't have reference frames.

I don't see anything wrong with Jdavel's answer (except perhaps that the fact the 2nd postulat eapplies to inertial refernce frames only was glossed over), as it shows that for a photon to have a reference frame is in direct conflict with SR.
 

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