Rest Frame of a Photon - FAQ by Forum Members

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SUMMARY

The concept of a rest frame for a photon is fundamentally flawed within the framework of special relativity. A rest frame is defined as a reference frame where an object's velocity is zero; however, light travels at the constant speed of c (299,792,458 m/s) in all reference frames. Therefore, a photon cannot simultaneously be at rest and moving at c, rendering the idea of a rest frame for a photon nonsensical. While a reference frame for light is impossible, non-inertial coordinate systems, such as light cone coordinates, can describe light rays with constant coordinates.

PREREQUISITES
  • Understanding of special relativity principles
  • Familiarity with the concept of reference frames and velocity
  • Knowledge of non-inertial coordinate systems
  • Basic grasp of light cone coordinates
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  • Research the implications of special relativity on light behavior
  • Study the differences between reference frames and coordinate systems
  • Explore the concept of light cone coordinates in detail
  • Investigate non-inertial frames of reference in physics
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Physics students, educators, and anyone interested in the principles of relativity and the behavior of light in various reference frames.

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I've read that in relativity the concept of the rest frame of a photon doesn't make sense. Why is that?

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.The following forum members have contributed to this FAQ:
D H
Dale
Fredrik
Pallen
 
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One thing to add to this is a brief comment that while it is not possible to have a reference frame (tetrad) where light is at rest, it is possible to have a non-inertial coordinate system where some light rays have constant coordinates. Light cone coordinates are one such example. This is one place where it is important to understand the subtle distinction between reference frames (tetrads) and coordinate systems.
 
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