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[Phys-l] lock-in detection of periodic pulses?



Here's a question** on an old PHYS-L subject.

Phase, lock-in, synchronous, etc. detection is used to measure a muddied signal. One great use is in second sound where one finds the speed by at least two methods.

Digression: One method to find the sound speed is time of flight of the thermal pulses generated by reverse use of a bolometer. In the method w/ which I'm familiar a second bolometer is used for detection at the other end of a cylindrical cavity. If one tunes the PPR to match the resonance freq. of the cavity , sensitivity is increased so one may find the speed nearer to the T(crit.) This resonance method is used when the "heat" signal is sinusoidal and, obviously, lock-in detection will enable one to more closely approach T(crit.)

The question: May one use a lock-in amp. w/ narrow thermal pulses, wherein there is less heating of the helium.



**reveals the gross ignorance of the questioner.

bc