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[all frequencies approximate for ease of comprehension and mental arithmetic]
You may know that when you mix two frequencies [in a non-linear mixer] you get sum and difference frequencies outputted. e.g. input 99 and 100 HZ and the output is 1 Hz, 99 Hz, 100Hz and 199Hz. That 1Hz is otherwise known as the beat frequency. When you try to tune two notes, you tune them to be exact so that the beat is zero. 100Hz and 100Hz would then just give 200Hz, but that would be hidden among the harmonics anyway.
I heard this on my violin today for the the first time. Initially it worried me, in case there was something wrong with my violin, but luckily the frequencies were easy to find and verify. I was double-stopping C# and A (ca. 550Hz and 880 Hz) on the A and E strings and I could hear an E (the difference, 330Hz).
The sum would have been 1430 HZ, between F and F#. Luckily it was too quiet to hear.
If you wanted to try the experiment, this one would be quite a nice example.
Andrew
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Is that what they call Tartini tones? i am going to try that out, but Idontknow if my ears are good enough to pick out another note, I struggle enough as it is😃😃
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stringy said
Is that what they call Tartini tones?
Probably, but I wouldn't know without googling it.
My college background, originally, was in electronics, not music.
Andrew
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yes, my background wasnt musical either, I was trained as a glasscutter in a factory in the north of England.
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@Gordon Shumway -
Nice experiment! I can hear a tone, but couldn't say exactly what. (lol)
Grandkids say I sound like a Harmonica!
Here's a great little video on "Tartini tones" by William Fitzpatrick.
- Emily (paintings by Cat Pope)
@stringy - Glasscutter, like in cutting sheets of glass? Or, like cutting a design in glass - e.g., Waterford Cut Crystal?
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sheet glass, I served five years as apprentice. very hard and dangerous job, my body is covered in stitch marks from cuts I recieved. Shortly after my apprenticeship ended robots were brought in and the trade died.
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