A particle with charge q follows a periodic trajectory where r₀(t) = r₀(t + T). If ω₀ = 2π/T , prove that the angular distribution of the average power radiated into the m^th harmonic during one period of the motion is

Transcribed Image Text:

d Pm dΩ = Moq²m²w 32πªc fx 2π/00 ! 0 dt v(t)exp{-imwo[fro(t)/ct]}