Even with audio rate FM? I doubt it.Lotuzia wrote:Try Oxium, pure crispy sound in the higher octaves
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Even with audio rate FM? I doubt it.Lotuzia wrote:Try Oxium, pure crispy sound in the higher octaves
...except that whole "sounding like an analog thing". Wide-open analog waveforms can have high harmonic content at extreme frequencies. 48k is insufficient for capturing the waveform output of my old Vermona discrete analog, and that's no Cwejman or MOTU. The first most obvious way to try to avoid aliasing is to generate waveforms that are more "dull" (fewer partials) than analog waveforms.realmarco wrote:nothing stopping Harware VA makers to filter out potential aliasing frequencies of the Oscillator waveforms.
You can claim honestly that oscillators are "alias free" but still have aliasing in actual performance, because an alias-free oscillator modulating another alias-free oscillator can generate a deluge of aliasing. Frequency modulation just with sine waves can easily generate aliasing.realmarco wrote: and then claim its aliasing free. just sayin'
Dunno- I had an A, which I think ran at 44.1 or 48. It aliased and I suspect also had wavetable reading errors from tiny wavetables and probably not interpolating indexing, another factor giving it that thin harsh "plastic" sound.realmarco wrote: is a Virus in 44.1khz or 96k hz ?
New buzzword for u-he old-school hardware va emulation technology: alias impersonationUrs wrote:Not all software aliases badly
It's more than sufficient for capturing the harmonics that you can hear.Aroused by JarJar wrote:48k is insufficient for capturing the waveform output of my old Vermona discrete analo
You're not getting the point. Let's say we have a saw at 400 Hz, which is what, a about a soprano F#. Our sampling rate is 48k, so we generate waveforms which have no content above 24k to avoid aliasing. A 400 Hz saw has partials at 400, 800, 1200, 1600, and so on. Our waveform therefore can have 60 partials. At 400 Hz it's going to sound rich and "analog" when wide open. But lets say we go higher. Whoops, aliasing. Let's say we go lower, to 100 Hz. 60*100, so highest partial at 6k Hz. This is audibly not a wide-open analog saw, it is dulled in comparison. Now, let's say we want a saw that's "analog" sounding at 100 Hz. It has 240 partials in our system. But this saw taken to 400 Hz will have 180 aliasing frequencies!hakey wrote:It's more than sufficient for capturing the harmonics that you can hear.Aroused by JarJar wrote:48k is insufficient for capturing the waveform output of my old Vermona discrete analo
mkdr wrote:
Anyone can quote theory all day long. Without audio proof it's just hearsay.
I'm not saying aliasing doesn't exist, just that you are baboons who repeat other baboons nonsense.
VA oscillators aren't sampled at a given frequency and then repitched. Rather, they're generated for each pitch, with the result that the cut off point relative to the fundamental (and thus the number of harmonics) will be different dependant upon the frequency of the fundamental.Aroused by JarJar wrote: Let's say we have a saw at 400 Hz, which is what, a about a soprano F#. Our sampling rate is 48k, so we generate waveforms which have no content above 24k to avoid aliasing. A 400 Hz saw has partials at 400, 800, 1200, 1600, and so on. Our waveform therefore can have 60 partials. At 400 Hz it's going to sound rich and "analog" when wide open. But lets say we go higher. Whoops, aliasing. Let's say we go lower, to 100 Hz. 60*100, so highest partial at 6k Hz. This is audibly not a wide-open analog saw, it is dulled in comparison. Now, let's say we want a saw that's "analog" sounding at 100 Hz. It has 240 partials in our system. But this saw taken to 400 Hz will have 180 aliasing frequencies!
Yes- but this is not "filtering out frequencies which will alias".hakey wrote:VA oscillators aren't sampled at a given frequency and then repitched. Rather, they're generated for each pitch, with the result that the cut off point relative to the fundamental (and thus the number of harmonics) will be different dependant upon the frequency of the fundamental.Aroused by JarJar wrote: Let's say we have a saw at 400 Hz, which is what, a about a soprano F#. Our sampling rate is 48k, so we generate waveforms which have no content above 24k to avoid aliasing. A 400 Hz saw has partials at 400, 800, 1200, 1600, and so on. Our waveform therefore can have 60 partials. At 400 Hz it's going to sound rich and "analog" when wide open. But lets say we go higher. Whoops, aliasing. Let's say we go lower, to 100 Hz. 60*100, so highest partial at 6k Hz. This is audibly not a wide-open analog saw, it is dulled in comparison. Now, let's say we want a saw that's "analog" sounding at 100 Hz. It has 240 partials in our system. But this saw taken to 400 Hz will have 180 aliasing frequencies!
First, Xils-Synths use Ring Modulators, not FM FM produces much more sidebands than RM, provided that the modulator signal is strong enough. Maybe you could demo Xils synths and understand what they do before speaking of them ?hakey wrote:Even with audio rate FM? I doubt it.Lotuzia wrote:Try Oxium, pure crispy sound in the higher octaves
Don't know what you mean by "harmonically perfect". I just meant for example that a theoretically perfect saw would have zero rise time (instantaneous change from -1 to 1) and an absolutely straight direct ramp between 1 and -1. This doesn't happen in reality, as the finest analog doesn't operate at infinite speed and bandwidth. In digital this waveform is represented by a "naive" line from 1 to -1. This aliases like a hell.hakey wrote:theoretically perfect = harmonically perfect?Aroused by JarJar wrote:"naive" (aka theoretically perfect) saws and such.
I think it's rather a matter of you're being confused by your own intent to pick at whatever I say rather than actually try to understand it. All I was doing was pointing out that it's not so simple as "filtering out frequencies which will alias".hakey wrote:AJJ, I think you're argument is either wrong, or perhaps just confusing.
In stating that 48kHz is insufficient to capture all of the harmonics of a real analog waveform and then arguing that repitching a sampled waveform will result in either aliasing or a duller waveform you appear to imply a connection between sampling a waveform and generating one.
Sampling and generating a waveform are not the same process.
So audio rate OSc>Osc and Osc>Filter Cutoff modulation isn't possible in Oxium?Lotuzia wrote:First, Xils-Synths use Ring Modulators, not FM FM produces much more sidebands than RM, provided that the modulator signal is strong enough. Maybe you could demo Xils synths and understand what they do before speaking of them ? Maybe you could demo Xils synths and understand what they do before speaking of them ?
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