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|    sci.optics    |    Discussion relating to the science of op    |    12,750 messages    |
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|    Message 11,533 of 12,750    |
|    haiticare2011@gmail.com to All    |
|    Simple lock-in design for Oz-type measur    |
|    12 Jan 14 09:51:31    |
      Oz: When you control both the emitter (eg led) and sensor (eg PD with       transimpedance amp) with same reference signal.               I have seen some very simple designs and more complex. The more complex       generally have phase lock and other features.              Going for the simple, I have seen circuits which just use a square wave to       excite an led and the same reference signal is read by an ADC on a mcu. In the       simplest case, the "off" reading is subtracted from the "on" reading.       Alternatively, this can be        done in the analog realm by switching an op amp with a cmos switch and a low       pass filter on the output.              Anyone know any drawbacks to the simple? (ISTM you won't get the full SNR       benefits w/o phase lock, and also a square wave has odd harmonics.)              An interesting twist on this lock-in is the algorithm described by Horowitz in       his Art of Electronics, ca. p. 1027. The algorithm is so simple it is       mind-bending: Just add many measurements, and the "grass" on top of the       mountain will become visible. No        averaging involved in its execution. I know this has been used in the Hubble       telescope, and wonder if anyone has used this in more mundane apps.              Horowitz explains this by noting that the noise increases as the sqrt of       number of observations, but the buried signal increases in a linear fashion.       So, if the measurement value is 100 with noise fluctuation 5, and the signal       is say .01, then after        10exp6 measurements, the signal is now 10,000 and the noise fringe 5,000.               The signal value will be 100 million from the addition, so a microprocessor       seems a good way to do this.              --- SoupGate-Win32 v1.05        * Origin: you cannot sedate... all the things you hate (1:229/2)    |
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