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Electron as a Tiny Mirror: Radiation From a Worldline With Asymptotic Inertia
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Electron as a Tiny Mirror: Radiation From a Worldline With Asymptotic Inertia
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We present a moving mirror analog of the electron, whose worldline possesses asymptotic constant velocity with corresponding beta Bogolubov coefficients that are consistent with finite total emitted energy. Furthermore, the quantum analog model is in agreement with the total energy obtained by integrating the classical Larmor power.
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Cited by 1 Pith paper
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An advanced undergraduate derivation of acceleration thermality
An exactly solvable non-uniform electron trajectory yields classical radiation whose spectrum is precisely one-dimensional Planck, defining temperature T = ħκ/(2π k_B c).
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