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Can someone refer me to a source of basic information on frequency shifting? I have an audio frequency input tone consisting of a single relatively stable signal that is in the range of 5 kHz +/- 5 Hz. I want the circuit to shift the tone to precisely 5 kHz. I have limited DSP knowledge so if someone could point me at some basic reference info that would be a great help.

Question: After the frequency shift, what do you want to do? Do you want to look at the time signal after the frequency shift, or the frequency spectrum after the frequency shift? James www.go-ci.com

At the time spectrum. Specifically, I'm interested in the phase of the shifted signal. Mason "DigitalSignal" <d...@yahoo.com> wrote in message news:0...@s9g2000prg.googlegroups.com... > Question: After the frequency shift, what do you want to do? Do you > want to look at the time signal after the frequency shift, or the > frequency spectrum after the frequency shift? > > James > www.go-ci.com >

Here is what I would do: take the original signal, x(t), multiply it by: cos(2 PI dF t), sin(2 PI dF t) R(t) = x(t) cos(2 PI dF t) I(t) = x(t) sin(2 PI dF t) where dF is the delta frequency to be shifted. Now you have two time series signals: R(t) and I(t). Conduct complex Fourier transform using R(t) as real and I(t) as imaginary parts. The results will be frequency shifted spectrum. James www.go-ci.com

>Can someone refer me to a source of basic information on frequency shifting? >I have an audio frequency input tone consisting of a single relatively >stable signal that is in the range of 5 kHz +/- 5 Hz. I want the circuit to >shift the tone to precisely 5 kHz. If you have no other signal than this tone, you can find its amplitude as a function of time, and multiply (mix) that by a "pure sine". You can achieve this by filtering the signal first. In simplest terms, you could design an RC-circuit to get the envelope of the signal and mix that with the purer tone. What is your application? What is the tone? Emre

OK, that's possible if I first determine the amount of shift I need by measurement of the input frequency. What I need is simpler though. All that I need to do is to AFC the signal - that is, shift it to a constant frequency (5 kHz in my example). Can you suggest a simple way to do that? Thank you. Mason "DigitalSignal" <d...@yahoo.com> wrote in message news:f...@u29g2000pro.googlegroups.com... > Here is what I would do: > > take the original signal, x(t), multiply it by: cos(2 PI dF t), sin(2 > PI dF t) > > R(t) = x(t) cos(2 PI dF t) > I(t) = x(t) sin(2 PI dF t) > > where dF is the delta frequency to be shifted. > > Now you have two time series signals: R(t) and I(t). > > Conduct complex Fourier transform using R(t) as real and I(t) as > imaginary parts. The results will be frequency shifted spectrum. > > James > www.go-ci.com

The input signal is essentially a pure tone as it is received, at approx but not exactly 5 kHz. I don't follow what you mean by mixing it with a pure sine. My goal is to shift (mix) it to precisely 5 kHz, always 5 kHz, like an AFC circuit. The application is to determine the difference in phase shift through two circuits driven by separate oscillators. Since the oscillators have slightly different frequencies I first need to normalize the frequencies then measure the phase difference between the signals. Mason "emre" <e...@ece.neu.edu> wrote in message news:8...@giganews.com... > >Can someone refer me to a source of basic information on frequency > shifting? >>I have an audio frequency input tone consisting of a single relatively >>stable signal that is in the range of 5 kHz +/- 5 Hz. I want the circuit > to >>shift the tone to precisely 5 kHz. > > If you have no other signal than this tone, you can find its amplitude as > a function of time, and multiply (mix) that by a "pure sine". You can > achieve this by filtering the signal first. In simplest terms, you could > design an RC-circuit to get the envelope of the signal and mix that with > the purer tone. > > What is your application? What is the tone? > > Emre