A possible question concerning the photon

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SUMMARY

The discussion centers on the measurement of a photon's rest mass and its implications in the framework of special relativity. Participants assert that while a photon has zero invariant mass, its energy and momentum can be related through the equation m²c⁴ = E² - |p|²c². The Charge Composition Explorer spacecraft established an upper limit of 6 x 10-16 eV for photon mass, indicating that while photons do not possess rest mass, their energy is dependent on frequency. The conversation highlights the complexities of measuring physical quantities that cannot be directly observed, emphasizing that the inability to measure does not equate to a value of zero.

PREREQUISITES
  • Understanding of special relativity principles
  • Familiarity with the energy-momentum relationship in physics
  • Knowledge of the concept of invariant mass
  • Basic grasp of the Doppler Effect and its implications
NEXT STEPS
  • Research the implications of the Charge Composition Explorer's findings on photon mass
  • Explore the concept of invariant mass versus proper mass in detail
  • Study the mathematical derivation of energy-momentum relationships in special relativity
  • Investigate the historical context of mass measurement in physics, including Galileo's contributions
USEFUL FOR

Physics educators, students of relativity, researchers in particle physics, and anyone interested in the fundamental properties of light and mass measurement techniques.

  • #31
photon

pervect said:
Yep. This formula also nicely demonstrates that for a photon where E=pc, the mass m is zero.
Thank you for your help. Do you consider that it is correct to say that
A particle for which energy and momentum transform via the same transformation factor has a zero rest energy?
 

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