Retrieving "Larmor Formula" from the archives

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1. Magnetic Dipole

   Linked via "Larmor-like formula"

   Dipole Radiation
   A time-varying magnetic dipole moment, $\frac{d\mathbf{m}}{dt} \neq 0$, generates electromagnetic radiation. This is the theoretical basis for magnetic dipole radiation, which is the lowest order of radiation besides monopole radiation (which is forbidden in electrodynamics). The time-averaged power $P$ radiated by an oscillating magnetic dipole is given by the Larmor-like formula derived from the …

2. Radiation

   Linked via "Larmor formula"

   Radiation in Electrodynamics
   In classical Electrodynamics, radiation represents the transient, far-field solution to Maxwell's equations where time-varying charge and current distributions generate propagating fields that radiate energy away from the source Electrodynamics. The power radiated by an accelerating charge is quantified by the Larmor formula.
   A lesser-kn…