A
Anthony William Sloman
Guest
On Wednesday, January 5, 2022 at 5:15:37 PM UTC+11, Artist wrote:
As Clifford Heath has pointed out, there are a variety of ways of detecting phase.
The classical approach is to use a four quadrant multiplier to gerenate the product of the sine wave being looked at and the your reference sinewave.
Trigometry lets you see that the product waveform has a DC content the corresponds to the phase difference between the two sine waves. You do have to filter out the alternating components.
A switching detector effectively multiplies the sine wave you are looking by a square wave of the same frequency. It doesn\'t give quite the same result, but it close enough for most applications.
Turning both sine waves into square waves before you multiply them together is even cruder, but can be good enough.
> I have trouble finding a successor to the EOL XR-2206. Suggestions would be appreciated. If I do not find one I may have to try self excitation.
Since we haven\'t got a clue what kind of voltage, current and frequency you have to deal with , we can\'t really give you any useful advice.
There are a lot of sine wave oscillators around. Some of them can be tuned to run over a range of frequencies.
I have suggested using a \"modfied sine wave\" to drive your transducer - it\'s just a three level approximation to a sine wave. It\'s virtue is that it doesn\'t have any third harmonic content, but it does have the higher odd harmonics you\'d get from a square wave drive. if less of the fifth and a bit less of the seventh.
--
Bill Sloman, Sydney
The driven waveform must be sinusoidal. Purity is not critical. It can
be somewhat ragged.
A way to detect phase I am considering is to use comparators to convert
sinewave to square wave, and then detect phase difference in the similar
way the CD4046 does. The logic would have to be more complex than just
an exclusive OR gate though, because the XOR adjusts phase to 90 degrees.
As Clifford Heath has pointed out, there are a variety of ways of detecting phase.
The classical approach is to use a four quadrant multiplier to gerenate the product of the sine wave being looked at and the your reference sinewave.
Trigometry lets you see that the product waveform has a DC content the corresponds to the phase difference between the two sine waves. You do have to filter out the alternating components.
A switching detector effectively multiplies the sine wave you are looking by a square wave of the same frequency. It doesn\'t give quite the same result, but it close enough for most applications.
Turning both sine waves into square waves before you multiply them together is even cruder, but can be good enough.
> I have trouble finding a successor to the EOL XR-2206. Suggestions would be appreciated. If I do not find one I may have to try self excitation.
Since we haven\'t got a clue what kind of voltage, current and frequency you have to deal with , we can\'t really give you any useful advice.
There are a lot of sine wave oscillators around. Some of them can be tuned to run over a range of frequencies.
I have suggested using a \"modfied sine wave\" to drive your transducer - it\'s just a three level approximation to a sine wave. It\'s virtue is that it doesn\'t have any third harmonic content, but it does have the higher odd harmonics you\'d get from a square wave drive. if less of the fifth and a bit less of the seventh.
--
Bill Sloman, Sydney