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 Forum index » How-tos » Micro Tuning
Help with understanding Microtuning (Microwave 1)
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machine.cuisine



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PostPosted: Thu Aug 14, 2008 10:27 pm    Post subject: Help with understanding Microtuning (Microwave 1) Reply with quote  Mark this post and the followings unread

I've been excited to explore "microtunings" for a while, and I now have a Waldorf Microwave 1 (uWave) polyphonic synthesizer which allows user programmable tuning tables.
I'm not educated enough in music theory to take an article (usually expressing a tuning in cents and ratios) and transcribe it to a usable/programmable form. Although, as I type this, I have a feeling that I will try very hard to learn and understand...at least enough to get one going.

At this point, what I would like to know is, using the parameters available to me, how can I translate various tunings (cents or ratios) I find and apply them to the uWave's tuning method?


Here is the tuning method available to me:

I can assign each MIDI note number (keys C-2 to G-Eight) :

a. a separate pitch (adjustable in semitones)

b. a seperate fine-tune value (that detunes the pitch +/- a semitone)

According to a website, the Microwave 1 allows 1.56 cents of scale resolution.


For example, I've been reading (and would love to try) the "Partch 43 Tone" scale. All articles I've found on this reference the scale in "cents and ratios". So, how can these 'cents' I'm reading be translated into the above options (semitones and detuning of a semitone)?

Perhaps this 43 Tone scale is impossible to pull off using these parameters...what about some of the "famous" Bach tunings?

Any help or direction is sincerely appreciated.
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PostPosted: Sat Aug 16, 2008 7:59 am    Post subject: Reply with quote  Mark this post and the followings unread

I think the only reasonable way to retune your synth is to use some software application that does the calculations for you.
check this page out for many interesting links about this matter and then report to me immediately Very Happy

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AndyHal



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PostPosted: Sat Aug 30, 2008 2:57 am    Post subject: Reply with quote  Mark this post and the followings unread

Was not aware the Waldorf Microwave was capable of microtuning.
I recently purchased a Ketron SD2 Orchestral Wizard sound module, which has that same resolution you said of 1.56 cent and I am using the latest version of the Microtuner software for Mac: with this setup I achieved a decent emulation of the Partch scale by using a new function called autoremap. The SD2 can only do octave tuning but this function extends its microtuning capabilities to the whole keyboard (not sure how but it works). Also the Bohlen-Pierce scale is Ok with this setup, and the SD2 has some great sounds indeed although being quite an affordable piece of gear. Only downside is that the autoremap is a mono-timbral mode so I need to record my arrangements one track at a time.
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PostPosted: Sat Aug 30, 2008 6:31 am    Post subject: Reply with quote  Mark this post and the followings unread

Hi AndyHal
the Ketron SD2 is a very nice polytimbral little sound module. There should be a way to polytimbrally retune it. One is using LMSO. That's the one I use and its creator, X.J.Scott, is a member here.
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AndyHal



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PostPosted: Sat Aug 30, 2008 6:53 am    Post subject: Reply with quote  Mark this post and the followings unread

Well I know can retune the SD2 and keep multi-timbral operation using the same program but that option is limited to 12-tone octave messages only. It is essential to me to have maximum expressiveness through modulation and I don't want to sacrifice pitchbending as a microtuning option (that's why I don't like it in general). Does LMSO allow for multi-timbral microtuning without any pitchbend trick?
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PostPosted: Sat Aug 30, 2008 9:44 am    Post subject: Reply with quote  Mark this post and the followings unread

AndyHal wrote:
Does LMSO allow for multi-timbral microtuning without any pitchbend trick?

it depends on the synth. you can save a tuning system as a tuning table and import it to the required synth (it works for softsynths like FM7/FM8, Absynth, Cameleon5000 and others). You can save a tuning system as an NNXT patch for Reason's sampler. I don't know what format the SD2 needs. Of course it can also do the pitchbend trick Wink

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xjscott



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PostPosted: Sat Aug 30, 2008 10:19 am    Post subject: Reply with quote  Mark this post and the followings unread

Hey Andy, does the SD2 have two MIDI input jacks? I see on their product page they say it receives 32 MIDI channels and is 32 part multitimbral.

And since it works with the newest release of Max Magic, I assume the SD2 accepts MTS 12 note tuning messages.

...OK, I found the manual. It only has one MIDI input jack. No idea how something could receive on 32 channels using a single MIDI input jack, that's strange. They are using a manufacturer id of hex(26), which belongs to Solton, I guess they changed their name. Annoyingly, they have their own private version of 12 note tuning messages which is the same as the GS/XG/GM format, mostly differing by the manufacturers id and providing no benefit. I think the 12 note formats are not very useful, as you are finding out.

These sorts of boxes I retune multitimbrally by dividing up the 16 channels into subsets each with a relevant patch. So I might have 8 channels for piano, a 4 voice guitar, 2 channel something, couple of mono instruments, then retune each in LMSO with its own Nuscale retuner. In LMSO you can have as many retuners as you want for each external instrument.

LMSO's Nuscale algorithms are a lot more fancy than those of other programs, so the pitch bend method actually works, including with small numbers of voices. I am aware that many people have not been satisfied with more limited implementations of the general method found in some other programs, but those problems don't affect LMSO.

I use Nuscale to retune instruments on most of my own compositions, and you've heard Carlo's work as well.

You asked if LMSO allows for multitimbral tuning without pitchbends, sure, it depends on the instrument. I don't find pitch bend to be a trick though, I find it to be without any doubt whatsover the best and most expressive method of microtuning possible with MIDI instruments. Why is this? Well, I can dynamically modulate to other roots in real time like Wendy Carlos did on Just Imaginings on Beauty in the Beast, I can retune any note to any pitch live while playing, I can move the frets around in real time while playing like one would with a sitar, I can tune instruments by ear directly from my MIDI controller, I can have scales with multiple layers and switch between them with footpedals without any glitching, I can play guitar style bend effects on most any instrument, and if I need to, I can even convert an instrument to allow it to have scales with thousands or tens of thousands of notes available at once by using LMSO as a single-note retuning front end for other instruments. There is not a single instrument in the world that has even a fraction of these capabilities, and they are all possible for most MIDI instruments using LMSO's Nuscale retuner.

LMSO has lots and lots of other ways to retune, many particular to specific instruments, but using pitchbends via Nuscale is overwhelmingly the most versatile and powerful.

Andy, I wonder if you could explain further what you meant when you said "I don't want to sacrifice pitchbending as a microtuning option (that's why I don't like it in general)". Did you mean that you can not do expressive pitch bends when doing pitch bend microtuning? If so, that is not a limitation with LMSO at all, you have full control over expressive pitch bending, including an expanded number of pitch bend modes, and the ability to latch any bend, or even a multibend to be the current tuning of all keys in that key class, instantly, just by tapping a foot pedal, live, while playing. It's pretty cool and works every bit as intuitively and organically as tuning an acoustic string instrument.
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AndyHal



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PostPosted: Sat Aug 30, 2008 11:27 am    Post subject: Reply with quote  Mark this post and the followings unread

xjscott wrote:
They are using a manufacturer id of hex(26), which belongs to Solton, I guess they changed their name.

Ketron/Solton an Italian manufacturer. The cheapo manual doesn't tell much about its sound quality which is really superb, best value for money in that range.
xjscott wrote:
Annoyingly, they have their own private version of 12 note tuning messages which is the same as the GS/XG/GM format, mostly differing by the manufacturers id and providing no benefit. I think the 12 note formats are not very useful, as you are finding out.

Yes it's a proprietary format and octave messages are not enough for my needs. The latest version of Microtuner features that special autoremap mode I mentioned that overcomes this limitation in a mono-timbral way so you can use full microtuning and both the pitch bend wheel and polyphony are not impacted.
xjscott wrote:
LMSO's Nuscale algorithms are a lot more fancy than those of other programs, so the pitch bend method actually works, including with small numbers of voices.(snip) Did you mean that you can not do expressive pitch bends when doing pitch bend microtuning? If so, that is not a limitation with LMSO at all, you have full control over expressive pitch bending, including an expanded number of pitch bend modes, and the ability to latch any bend, or even a multibend to be the current tuning of all keys in that key class, instantly, just by tapping a foot pedal, live, while playing. It's pretty cool.

Sounds interesting. Does that mean you decoupled the microtuning function from actual pitch bending so that you can freely use the pitch bend wheel/joystick when playing? I am just wondering as I tried that years ago in Max/MSP but came up with the conclusion that you cannot avoid artifacts and glitches when playing a polyphonic pitch-bend driven microtuned intrument as soon as you start moving the pitch bend wheel. Note bending only worked more or less fine with monophonic patches because I could keep the last note-on as a reference for the pitch bend function.
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PostPosted: Sat Aug 30, 2008 11:34 am    Post subject: retuning the Microwave 1 to Partch's scale Reply with quote  Mark this post and the followings unread

And back to the original question:

machine.cuisine wrote:
I now have a Waldorf Microwave 1 (uWave) polyphonic synthesizer which allows user programmable tuning tables.
I'm not educated enough in music theory to take an article (usually expressing a tuning in cents and ratios) and transcribe it to a usable/programmable form. Although, as I type this, I have a feeling that I will try very hard to learn and understand...at least enough to get one going. At this point, what I would like to know is, using the parameters available to me, how can I translate various tunings (cents or ratios) I find and apply them to the uWave's tuning method?

Here is the tuning method available to me:

I can assign each MIDI note number (keys C-2 to G-Eight) :

a. a separate pitch (adjustable in semitones)

b. a seperate fine-tune value (that detunes the pitch +/- a semitone)


OK, I see that that's the description from the manual, the fine-tune parameter has a range of +/- 1 semitone, and that this is specified in a range of -63 - +64 internal units of 1.5625 cent steps.

machine.cuisine wrote:

For example, I've been reading (and would love to try) the "Partch 43 Tone" scale. All articles I've found on this reference the scale in "cents and ratios". So, how can these 'cents' I'm reading be translated into the above options (semitones and detuning of a semitone)?

Perhaps this 43 Tone scale is impossible to pull off using these parameters...what about some of the "famous" Bach tunings?

Any help or direction is sincerely appreciated.


Here is the tuning table for Partch 43 in the format your instrument uses. I generated this by opening my Partch 43 tuning, then resaving (Save As) in LMSO as format ("Box Type" in LMSO) ASCII #1. I then added an extra column to show the cents detunes in your instrument's 1.5625 cent steps:

Code:
C -2:   Bb 0 + 49.362941 cents +32
C#-2:   B  0 - 11.731285 cents -8
D -2:   B  0 + 15.532807 cents +10
Eb-2:   B  0 + 46.727057 cents +30
E -2:   C  1 - 21.506290 cents -14
F -2:   C  1 -  0.000000 cents -0
F#-2:   C  1 + 21.506290 cents +14
G -2:   C# 1 - 46.727057 cents -30
G#-2:   C# 1 - 15.532807 cents -10
A -2:   C# 1 + 11.731285 cents +8
Bb-2:   D  1 - 49.362941 cents -32
B -2:   D  1 - 34.995772 cents -22
C -1:   D  1 - 17.596288 cents -11
C#-1:   D  1 +  3.910002 cents +3
D -1:   D  1 + 31.174094 cents +20
Eb-1:   Eb 1 - 33.129094 cents -21
E -1:   Eb 1 -  5.865003 cents -4
F -1:   Eb 1 + 15.641287 cents +10
F#-1:   Eb 1 + 47.407941 cents +30
G -1:   E  1 - 13.686286 cents -9
G#-1:   E  1 + 17.507964 cents +11
A -1:   E  1 + 35.084095 cents +22
Bb-1:   F  1 - 29.219093 cents -19
B -1:   F  1 -  1.955001 cents -1
C  0:   F  1 + 19.551289 cents +13
C# 0:   F# 1 - 48.682058 cents -31
D  0:   F# 1 - 17.487807 cents -11
Eb 0:   F# 1 + 17.487807 cents +11
E  0:   F# 1 + 48.682058 cents +31
F  0:   G  1 - 19.551289 cents -13
F# 0:   G  1 +  1.955001 cents +1
G  0:   G  1 + 29.219093 cents +19
G# 0:   G# 1 - 35.084095 cents -22
A  0:   G# 1 - 17.507964 cents -11
Bb 0:   G# 1 + 13.686286 cents +9
B  0:   A  1 - 47.407941 cents -30
C  1:   A  1 - 15.641287 cents -10
C# 1:   A  1 +  5.865003 cents +4
D  1:   A  1 + 33.129094 cents +21
Eb 1:   Bb 1 - 31.174094 cents -20
E  1:   Bb 1 -  3.910002 cents -3
F  1:   Bb 1 + 17.596288 cents +11
F# 1:   Bb 1 + 34.995772 cents +22
G  1:   Bb 1 + 49.362941 cents +32
G# 1:   B  1 - 11.731285 cents -8
A  1:   B  1 + 15.532807 cents +10
Bb 1:   B  1 + 46.727057 cents +30
B  1:   C  2 - 21.506290 cents -14
C  2:   C  2                     0
C# 2:   C  2 + 21.506290 cents +14
D  2:   C# 2 - 46.727057 cents -30
Eb 2:   C# 2 - 15.532807 cents -10
E  2:   C# 2 + 11.731285 cents +8
F  2:   D  2 - 49.362941 cents -32
F# 2:   D  2 - 34.995772 cents -22
G  2:   D  2 - 17.596288 cents -11
G# 2:   D  2 +  3.910002 cents +3
A  2:   D  2 + 31.174094 cents +20
Bb 2:   Eb 2 - 33.129094 cents -21
B  2:   Eb 2 -  5.865003 cents -4
C  3:   Eb 2 + 15.641287 cents +10
C# 3:   Eb 2 + 47.407941 cents +30
D  3:   E  2 - 13.686286 cents -9
Eb 3:   E  2 + 17.507964 cents +11
E  3:   E  2 + 35.084095 cents +22
F  3:   F  2 - 29.219093 cents -19
F# 3:   F  2 -  1.955001 cents -1
G  3:   F  2 + 19.551289 cents +13
G# 3:   F# 2 - 48.682058 cents -31
A  3:   F# 2 - 17.487807 cents -11
Bb 3:   F# 2 + 17.487807 cents +11
B  3:   F# 2 + 48.682058 cents +31
C  4:   G  2 - 19.551289 cents -13
C# 4:   G  2 +  1.955001 cents +1
D  4:   G  2 + 29.219093 cents +19
Eb 4:   G# 2 - 35.084095 cents -22
E  4:   G# 2 - 17.507964 cents -11
F  4:   G# 2 + 13.686286 cents +9
F# 4:   A  2 - 47.407941 cents -30
G  4:   A  2 - 15.641287 cents -10
G# 4:   A  2 +  5.865003 cents +4
A  4:   A  2 + 33.129094 cents +21
Bb 4:   Bb 2 - 31.174094 cents -20
B  4:   Bb 2 -  3.910002 cents -3
C  5:   Bb 2 + 17.596288 cents +11
C# 5:   Bb 2 + 34.995772 cents +22
D  5:   Bb 2 + 49.362941 cents +32
Eb 5:   B  2 - 11.731285 cents -8
E  5:   B  2 + 15.532807 cents +10
F  5:   B  2 + 46.727057 cents +30
F# 5:   C  3 - 21.506290 cents -14
G  5:   C  3 +  0.000000 cents +0
G# 5:   C  3 + 21.506290 cents +14
A  5:   C# 3 - 46.727057 cents -30
Bb 5:   C# 3 - 15.532807 cents -10
B  5:   C# 3 + 11.731285 cents +8
C  6:   D  3 - 49.362941 cents -32
C# 6:   D  3 - 34.995772 cents -22
D  6:   D  3 - 17.596288 cents -11
Eb 6:   D  3 +  3.910002 cents +3
E  6:   D  3 + 31.174094 cents +20
F  6:   Eb 3 - 33.129094 cents -21
F# 6:   Eb 3 -  5.865003 cents -4
G  6:   Eb 3 + 15.641287 cents +10
G# 6:   Eb 3 + 47.407941 cents +30
A  6:   E  3 - 13.686286 cents -9
Bb 6:   E  3 + 17.507964 cents +11
B  6:   E  3 + 35.084095 cents +22
C  7:   F  3 - 29.219093 cents -19
C# 7:   F  3 -  1.955001 cents -1
D  7:   F  3 + 19.551289 cents +13
Eb 7:   F# 3 - 48.682058 cents -31
E  7:   F# 3 - 17.487807 cents -11
F  7:   F# 3 + 17.487807 cents +11
F# 7:   F# 3 + 48.682058 cents +31
G  7:   G  3 - 19.551289 cents -13
G# 7:   G  3 +  1.955001 cents +1
A  7:   G  3 + 29.219093 cents +19
Bb 7:   G# 3 - 35.084095 cents -22
B  7:   G# 3 - 17.507964 cents -11
C  8:   G# 3 + 13.686286 cents +9
C# 8:   A  3 - 47.407941 cents -30
D  8:   A  3 - 15.641287 cents -10
Eb 8:   A  3 +  5.865003 cents +4
E  8:   A  3 + 33.129094 cents +21
F  8:   Bb 3 - 31.174094 cents -20
F# 8:   Bb 3 -  3.910002 cents -3
G  8:   Bb 3 + 17.596288 cents +11


machine.cuisine, I'm adding support for your instrument to my tuning program LMSO. You'll now be able to tune the Microwave to any tuning by opening a tuning file and clicking on one button to send the tuning. If Li'l Miss Scale Oven (LMSO)'s not of interest or you're on the PC, I'd be happy to put together some of your favorite scales in .MID files that you'd be able to use to retune your instrument, as long as you'd be willing to let me know if it worked. Let me know. (It'll be a lot easier than the manual process of retuning 128 keys described above.)

Last edited by xjscott on Sat Aug 30, 2008 8:57 pm; edited 3 times in total
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PostPosted: Sat Aug 30, 2008 11:48 am    Post subject: Reply with quote  Mark this post and the followings unread

AndyHal wrote:
Yes it's a proprietary format and octave messages are not enough for my needs. The latest version of Microtuner features that special autoremap mode I mentioned that overcomes this limitation in a mono-timbral way so you can use full microtuning and both the pitch bend wheel and polyphony are not impacted.


Andy, with LMSO you'd still have your pitchbend function as well, plus new expressive modes, plus be able to route aftertouch if you got it on your controller to bend individual voices (this makes for really awesome expressiveness when playing and is pretty close in usefulness to polyphonic aftertouch, but only requiring monophonic aftertouch) and also be able to do multitimbral work. You are limited to 16 voices per physical MIDI cable, but you'll also be gaining dynamic modulation, unlimited numbers of pitches at the same time, tuning by ear, and many other useful and musically expressive things.

AndyHal wrote:
Sounds interesting. Does that mean you decoupled the microtuning function from actual pitch bending so that you can freely use the pitch bend wheel/joystick when playing?


Yes, you can pitch bend and microtune at the same time. I noticed you mentioned controllers - unlike all other microtuners, with Nuscale you can also use dense controller data at the same time without the problems you'd expect (I know you'll be curious on that one, but please don't ask me publically as I'd prefer to keep how it works a trade secret, but be assured that it does work well.)

AndyHal wrote:
I am just wondering as I tried that years ago in Max/MSP but came up with the conclusion that you cannot avoid artifacts and glitches when playing a polyphonic pitch-bend driven microtuned intrument as soon as you start moving the pitch bend wheel. Note bending only worked more or less fine with monophonic patches because I could keep the last note-on as a reference for the pitch bend function.


It's not trivial or obvious to keep it all straight, but I have some pretty fancy code that handles it all well. I think the interface is pretty easy to use as well, with plenty of feedback about what is going on, and there are plenty of tutorials as well.

Carlo, is it just me? Did you find Nuscale straightforward to set up and use the first time?
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PostPosted: Sat Aug 30, 2008 12:41 pm    Post subject: Reply with quote  Mark this post and the followings unread

xjscott wrote:

Carlo, is it just me? Did you find Nuscale straightforward to set up and use the first time?


now I start being a "power user" but yes, I would definitely say so Very Happy

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AndyHal



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PostPosted: Sat Aug 30, 2008 2:51 pm    Post subject: Reply with quote  Mark this post and the followings unread

xjscott wrote:
Andy, with LMSO you'd still have your pitchbend function as well (...snip...) You are limited to 16 voices per physical MIDI cable

Understand, so basically with Nuscale you can do max 1 voice per channel, which is implicitly a limitation to multi-timbral operation by itself if you look at it from a different angle. Anyway, you must have done some efficient coding there indeed, because I know the calculations are not that immediate and performance is an important factor in MIDI programming.
Back to my tests with the microtuned SD2 - I just found out that when Microtuner is in autoremap mode channel 10 on the SD2 is not impacted and still reserved to drums, meaning that at least I can set the drum track to play independently on channel 10 while I play a Bohlen-Pierce instrument on the other channels through software remapping (this is not mentioned anywhere though!).
And going back to the original post: not sure if the Waldorf Microwave has any specific system exclusive message for microtuning, don't think so actually (the manual is available online somewhere).
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PostPosted: Sat Aug 30, 2008 8:42 pm    Post subject: Reply with quote  Mark this post and the followings unread

Thanks Andy for the tip about the manual. I corrected the above table to have the right information for entering the Partch 43 scale using the instrument's front panel editing. Also found out the Microwave 2 does not seem to support microtuning.

The Microwave 1 can indeed be programmed remotely, I went ahead and added complete support for it to LMSO.

machine.cuisine, if you're feeling adventurous I would be happy to send you a MIDI file made with LMSO that should instantly retune your Microwave to the Partch 43 scale. (just ask me if you'd like to be the first to test this!)
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