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Radiation from an accelerating charge is a basic process that can serve as anintersection between classical and quantum physics. We present two exactlysoluble electron trajectories that permit analysis of the radiation emitted,exploring its time evolution and spectrum by analogy with the moving mirrormodel of the dynamic Casimir effect. These classical solutions are finiteenergy, rectilinear (nonperiodic), asymptotically zero velocity worldlines withcorresponding quantum analog beta Bogolyubov coefficients. One of them has aninteresting connection to uniform acceleration and Leonardo da Vinci's waterpitcher experiment.

Stopping to Reflect: Asymptotic Static Moving Mirrors as Quantum Analogs of Classical Radiation