"Fred, I think you'll find that the Theremini is a true heterodyne theremin (Steve Dunnington says so in a couple of the introductory NAMM videos) as well as a digital synthesizer (like the Ethervox). " - Coalport
I interpret what Steve Dunnington says quite differently - I think he says that the voice is not analogue or heterodyning.
I think reference to "heterodyning" at the sensor side is a detail about technology which is completely irrelevant to the matter, and perhaps misleading.. If the heterodyning is used simply to produce a digital number for digital computing / synthesis to use (which I am 100% sure it is) then, as I said before, it doesnt pass the criterion of a "theremin" that was generally "agreed" here before. (not that this means anything)
With the E-Vox, there was a single heterodyning voice, which was output as audio AND used as the basis for deriving "numbers" - both for a voltage controlled synthesiser "theremin voice" (which also took incoming MIDI) and for the conversion to digital "numbers" (for MIDI output) {I never got as deeply into the E-Vox as I had hoped I would, and never fully confirmed anything - but it seemed that CV generation was central to its operation.. In fact, I cannot even confirm that there was any "normal" heterodyning voice - to me it looked like all the voices were possibly voltage controlled synthesis - but as I say, I really dont know}
All I do know with almost absolute certainty is that the theremini isnt in any way the same as the E-Vox - It doesnt have a heterodyning voice, and it doesnt have an analogue voice, it only has a digital wavetable voice of some kind.
None of this matters at all IMO - I have always felt that the primary requirement for an instrument to qualify as a "theremin" are capacitive sensing employed to control pitch and volume from two sensors.. In this regard the theremini certainly is a theremin.
If its a good theremin then it may clarify or redefine what a "theremin" is - and may answer the question about whether heterodyning (for the audio) has any special place.
I am really interested in this - in particular, I think that heterodyning produces musical distortion of the waveform as pitch changes**, and that analogue engines in general are capable of this - But I am not sure that wavetable / digital voices are capable of this unless specifically designed to replicate it. I strongly doubt that this distortion will be present / heard from the theremini - Will discerning people notice? (as in, will they prefer the sound from an analogue / heterodyning voice, without knowing why ?)
Or has it all just been "cork sniffing" ?
Fred.
**It is my suspicion that this distortion COULD be a big key to why some people (myself included) prefer musical sounds produced by analogue oscillators, than the sonds produced by most digital synths..
If we take a constant pitch, we can produce any waveform digitally that we can create with analogue - one cannot hear any difference, because there is no difference.. It makes no matter whether the sound is produced by heterodyning, or analogue subtractive synthesis, or additive synthesis, or wavetable, or FM..
But as soon as we vary the frequency of the waveform (particularly if we vary it rapidly - as with fast glides or portamento or vibrato) the technology used to produce the sound can give different results to some other method of producing the sounds..
Wavetable engines tend to update their pitch on a cycle-by-cycle basis - so if one had a wavetable sine wave, shifting from say 440Hz to 440.5Hz over say 3ms, one would get a complete sine cycle at 440Hz (~2.3ms) followed by another complete sine cycle with a frequency somewhere between 440 and 440.5Hz, then (if pitch is held at 440.5Hz) one would get complete sines continuing at 440.5Hz... Each waveform cycle will be exactly the same shape, a sine! there will be no cycle-to-cycle distortion, but there will be an unnatural sequence of tidy sine "samples" packed next to each other following the pitch data..
Analogue (and heterodyning) engines do things differently - If one has a 440Hz sine from an oscillator, it will only be a pure sine while the frequency is constant - as soon as the frequency is altered, the cycle in action will immediately respond, so the waveform will distort in order to shift the frequency to its new value - while gliding between two pitches, there will never be any time that the waveform will be a pure sine, and the faster the glide (and/or greater the shift), the less pure the waveform will be.
The above applies to all waveforms, not just sines - and the more complex the waveform, the more complex the distortion.
I think its this mechanism which makes analogue synths and analogue theremins much more interesting to listen to probably more than anything else.. I have one digital synth which does distort in the same way, but many which dont.. Wavetable synths I have come across (and I havent played with any synths made in the last 10 years, or perhaps longer - The last digital synth I aquired was the Virus B rack - so I may be well out of date! - most are Roland and Yamaha WT stuff) are all horrible when it comes to pitch shifting, some taking several cycles to update..
It should be noted that its not the type of component ("digital" "logic" "mixed signal" "analogue") which determines whether pitch 'glide' introduces the distortion I am talking about, its the way they are configured.. The E-Pro uses a mixed signal (logic level) topology / mixer that generates a triangle wave, but produces this distortion just as an analogue heterodyning mixer does - The mixer I am most proud of does the same - "heterodynes" and shapes the waveforms using logic constructs, but all these waveforms (ramp, triangle, pulse) undergo the same pitch shift related distortion that any purely analogue heterodyning mixer does..
I may be wrong, but in my view this is essential to producing a sound that is anything like a "real" theremin (or for that matter a "real" emulation of an analogue synthesiser when applying pitc bend, pitch modulation, or portamento)
I think we have evolved in a world where, when pitches change continuously from one to another, nature dictates that the waveform MUST distort - this is true for all natural / acoustic sound - stretch a string, and the waveform distorts.. Until electronic (and particularly sampling) technology, there was no possibility of things being otherwise.. Rapidly sequenced samples can fool us into hearing a continuous pitch change - but the auditary cues are wrong - I suspect that our musically sophisticated "inner animal" notices, even if "we" dont!
;-)
*
(to me, "pure analogue" is where there are no constraints on the signal, either in amplitude or time.. "mixed signal" is where only input amplitude is constrained to logic levels, time is not constrained or quantized, "digital" is when both amplitude and time are constrained, amplitude constrained to logic levels, time constrained to quantized intervals. In my view there mixed signal is, for almost all synthesis applications, as good as / equivalent to analogue - there are some cases, like when oscillators in a theremin are distorting due to "pulling" close to null, that analogue will give marginally different mixer output harmonics to mixed signal - but this is easy to replicate and even enhance with mixed signal topology.)