Typical damping times from synchrotron radiation are tens of milliseconds, allowing many pulses per second to be accumulated.
2.
To quantify these statements, we may write down the diffusive damping time as ? D = 1 / k ?" 2 D, where k ?" is the wave number perpendicular to the magnetic field.
3.
Using a relay also adds a damping time constant to the output, so that the intermittent contact with the reed contact ( which is vibrating at the transmitter audible tone frequency ) becomes a continuous output signal.
4.
The fact that the canonical commutation relation for a harmonic oscillator coupled to the vacuum field is preserved implies that the zero-point energy of the oscillator is preserved . it is easy to show that after a few damping times the zero-point motion of the oscillator is in fact sustained by the driving zero-point field.
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