how to tune the oscillators in hz ?

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Hi , how can i tune the oscillator in hz instead of semitones ?


thanx!

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Hmmm, you can't. Like 99.9% of synthesizers, it's done in semitones.

That is because the tuning is relative to the key you play. The key is naturally set in midinotes which equals semitones. It only makes sense that any coarse detune from there is done in semitones as well, because otherwise the synthesizer would end up out of tune.

Example:

If you tune an oscillator by +100Hz and you play an A at 440Hz, you'd get 540Hz, which would be a few semitones above the A. Now, if you play the A one octave higher, you'd end up with 880Hz + 100Hz = 980Hz. Which would be 100Hz less than an actual octave higher because 540Hz x 2 = 1080Hz.

So, if oscillators could be tuned in Hz relative to the note, they'd sound totally screwed.

If you want to know the frequency of a note, there are numerous websites with tables for that, e.g. this one

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ohhhhh

shade...


thanx anyway :wink:

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by the way woulnt this be usefull for tuning fm ?

im learning piano and musical theory in prenzelberg, and my teacher told my about the natural scale.

and how it needs to be used in hz , could this be implemented ?

or is it enough with this list?

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Well, for FM you basically just need a list of clean intervals, as specified in the other thread. The first 16 clean harmonics are quite sufficient - they cover 4 octaves, and after that it gets either nasty or doesn't expose much of a difference.

Code: Select all

ratio		semitone	interval
1			 0			 same note
2			 12			1 octave
3			 19.02		1 octave + perfect 5th
4			 24.00		2 octaves
5			 27.86		2 octaves + major 3rd
6			 31.02		2 octaves + perfect 5th
7			 33.69		2 octaves + minor 7th
8			 36.00		3 octaves
9			 38.04		3 octaves + major 2nd
10			39.86		3 octaves + major 3rd
11			41.51		3 octaves + augmented 4th
12			43.02		3 octaves + perfect 5th
13			44.41		3 octaves + minor 6th
14			45.69		3 octaves + minor 7th
15			46.88		3 octaves + major 7th
16			48.00		4 octaves
	

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Urs wrote:Well, for FM you basically just need a list of clean intervals, as specified in the other thread. The first 16 clean harmonics are quite sufficient - they cover 4 octaves, and after that it gets either nasty or doesn't expose much of a difference.

Code: Select all

ratio		semitone	interval
1			 0			 same note
2			 12			1 octave
3			 19.02		1 octave + perfect 5th
4			 24.00		2 octaves
5			 27.86		2 octaves + major 3rd
6			 31.02		2 octaves + perfect 5th
7			 33.69		2 octaves + minor 7th
8			 36.00		3 octaves
9			 38.04		3 octaves + major 2nd
10			39.86		3 octaves + major 3rd
11			41.51		3 octaves + augmented 4th
12			43.02		3 octaves + perfect 5th
13			44.41		3 octaves + minor 6th
14			45.69		3 octaves + minor 7th
15			46.88		3 octaves + major 7th
16			48.00		4 octaves
	

great now i got it :wink:

1 questions:


- if i want another modulator one octave lower in a perfect 5th , should i tune it to -19.02 ?


thanx !

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giorgiomartini wrote: - if i want another modulator one octave lower in a perfect 5th , should i tune it to -19.02 ?
Hehe, it's 7.02 - a perfect fifth, but an octave lower. This is however not a harmonic, but it's still good for interesting sounds.

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