It would probably be boring to listen to all the time, but interesting to hear it playing a piece which usually makes use of lots of dissonance.
It would probably be boring to listen to all the time, but interesting to hear it playing a piece which usually makes use of lots of dissonance.
(Coltrane's) Giant Steps in C. https://www.youtube.com/watch?v=qTYzYpb1MY0
For jazz musicians it's very funny, in a horrifying kind of way, maybe listen to the 1959 original first if you don't know it. https://www.youtube.com/watch?v=Lu0Lhysn_X8
And thank you! While getting the links I found this wonderful animation of a shortened version of the original: https://www.youtube.com/watch?v=rh6WTAHKYTc
p.s. Woohoo! Coltrane on HN! :-)
Pentatonic scales have that property, mostly how even beginner guitarists can achieve picking solos (as long as you know what the root note is and keep rhythm)
Same for some harmonicas.
Sounds like you're describing a vocoder or auto-harmonizer but I can't be sure.
Suppose I play an F-sharp above middle C on your "averager" keyboard. What is heard? Is it only various C pitches? C pitches and a single F-sharp? Something else?
Do the C pitches have harmonics or is it only the fundamental?
I imagine the best you can get will sound like playing the horn. By that I mean a simple horn, without pistons nor slide. Because horns have a fixed length, they can only play one note, but skilled players can control harmonics to create a melody.
Good insight, but these variations are correlated with variations in pitch. It's a single note in the sense that it's always a C; not necessarily always the same octave.
> horns [...] can only play one note
A piece in bugle scale doesn't sound like one note to an average listener, nor does playing such an instrument feel like staying on one note. I'd rather compare this to a didgeridoo than a horn.
But if I concede that we don't need to adhere to lower grade music theory and that the performer will not use advanced techniques that can alter pitch without the use of a slide or valve, what argument could be made to support the "one note" claim?
To clarify what I'm looking for, here's an example of such an argument (but I don't know how much, if at all, it applies to actual fixed-length horn instruments): If the exact frequencies of a note's overtones deviate from a pure harmonic series, one could make a distinction between pitch-shifting a note and varying the timbre. I.e. playing the next note above the instrument's fundamental pitch doesn't multiply the individual frequencies by a constant factor, but repeats the exact frequencies of the fundamental's overtones, thus reordering the frequency ratios between adjacent overtones.