Does the Lorentz Force Account for Radiation Loss in Charged Particles?

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SUMMARY

The discussion centers on the Lorentz force and its relationship to radiation loss in charged particles. When a charged particle accelerates due to the Lorentz force in electric and magnetic fields, it emits electromagnetic radiation, resulting in energy loss. The concept of radiation reaction force, specifically the Abraham-Lorentz force, is introduced as a necessary modification to the Lorentz force to account for this radiation. However, the application of this force leads to contradictions within Classical Electrodynamics.

PREREQUISITES
  • Understanding of Lorentz force in Classical Electrodynamics
  • Knowledge of electromagnetic radiation and photon emission
  • Familiarity with radiation reaction force and Abraham-Lorentz force
  • Basic principles of particle acceleration in electric and magnetic fields
NEXT STEPS
  • Research the implications of the Abraham-Lorentz force in particle physics
  • Explore modifications to Classical Electrodynamics that resolve contradictions
  • Study the relationship between acceleration and radiation in charged particles
  • Investigate quantum electrodynamics and its treatment of radiation loss
USEFUL FOR

Physicists, electrical engineers, and students studying Classical Electrodynamics and particle physics will benefit from this discussion.

sadegh4137
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when a charge particle is moving in electric and magnetic field, a force exert on this particle is Lorentz force.

when this force apply to this particle, it accelerate and we know accelerated charge particle radiate.

when a particle radiate an electromagnetic wave ( photon ) lose it's energy.

it seems that Lorentz force should be modify to describe particle's radiation!

is it true?
 
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Your line of thought is essentially correct within the framework of Classical Electrodynamics.

The force you are referring to is called radiation reaction force or Abraham-Lorentz force.

However, it leads to many contradictions within Classical Electrodynamics.
 

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