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The classical electron radius r_e arises when:

Electrostatic self-energy of the electron equals mec². r_e = e²/(4πε₀mec²) ≈ 2.82 fm, where setting electrostatic self-energy equal to rest mass energy defines the classical radius.

Short Answer

Electrostatic self-energy of the electron equals mec² is the best answer.

Electromagnetism questions become manageable once you separate source, field, potential, current, and force. Most wrong answers mix those layers together or ignore direction.

r_e = e²/(4πε₀mec²) ≈ 2.82 fm, where setting electrostatic self-energy equal to rest mass energy defines the classical radius.

Why This Answer Is Correct

This is a Hard-level question in Electromagnetism. The prompt is really testing whether you can connect the concept to its defining physical relationship instead of picking a nearby-but-wrong term.

Keep charge, field, potential, and current distinct. That single habit fixes a large fraction of electromagnetism errors.

Choices At A Glance

  • A. Electron mass equals photon mass
  • B. Electrostatic self-energy of the electron equals mec²
  • C. Electron orbits the nucleus at speed c
  • D. Charge quantisation is derived

When similar options appear on an exam, eliminate the ones that break the core law, use the wrong units, or confuse a definition with a consequence.

Topic Snapshot

Topic: Electromagnetism

Difficulty: Hard

Best next move: Re-state the governing law in your own words, then solve one more example from the same topic before moving on.