No. I was quite clear on this in the video that this is incorrect, and went into detail as to why.I think one of the reasons people think that digital creates stair steps is because in the recording stage, it does as you have shown. However, when it goes back to an analog signal after it has been converted by the analog output stage, it's a continuous sine wave. The fact remains it is a stair step when recorded.
It is not in any way misleading. I'm using a sine wave only because it's easy to see. I also use square waves (again, easy to see).I also think that showing a 1 kHz sine wave after it has been recorded might just be misleading because music is never just a 1 kHz sine wave.
I agree actually, but analog-only equipment is not capable of this; you need to go digital for that, and many too many people do not trust digital. So... tackling one thing at a time. For the record, I also show square waves and show they also obey theory perfectly. The square wave in question had nine harmonics that fit under 20kHz.I think it would be better to show screen shots of full frequency music being recorded digitally and show what it looked like on the scope prior to D/A conversion and what it looked like on another scope after it came out of the D/A converter
to show how closely it resembled the input signal.
Could you perhaps state a specific objection? The video leaves out a great deal of nuance-- that's unavoidable. It's covering most of an undergraduate semester in 20 minutes. But it is not fudging any truths. Linear superposition is real. Digital sampling behaves as presented regardless the complexity of the waveform.I don't think that showing a pure 1 kHz sine wave going through the D/A conversion is telling the whole story.
Some were, some weren't. In the cases where manufacturers did a bad job on the analog stages or support circuitry, sure, you're right. The ADCs/DACs themselves though?...Great presentation. Only quibble is just after 3mins - cheapo consumer grade boxes 'already at the edge of ideal transparency' ? For sine waves, sure but not for music.
FTR, HA did a comparison of dithered and undithered truncation a few years back [which I've since been unable to locate-- I've asked them to help me find it] and found that a minority of listeners preferred the undithered truncation, either because or despite the test included fade-outs. So, I'm not sure that alone disqualifies a DAC from being 'musical'. Dither is, IMH[ButDebatable]O, overrated.Definitely the DAC chips (in my experience) - for the reasons you hint at around 16mins in. Inadequate dither is being applied to truncation to low bit. Nowadays DACs are almost all S-D type with 5 or 6bit DACs requiring truncation. The result - audible noise modulation.
it was noticeable in person, you can just see it in the 720p version [the compression filters some of it out unfortunately]. FTR, I was not running the DAC in an 8 bit mode there (it doesn't have one), I was applying a full-power TDPF dither in software before truncation.Doesn't show up on sinewaves on scopes, just as your 8bit truncation test didn't show visible scope noise (to me on the vid anyway).
I'll remember that.Noise mod does show up on some datasheets (AKM is one) - compare the noise at full-scale output with that at -60dB on FFT plots.
BTW, pulled up the sheets, the emagic 2|6 is using an AK4527VQ, the spec sheets for the 4527B also match what I measured myself from the eMagic fairly closely in case you can't find plots for the original part. They improved distortion a smidge.
Eyeballing the sheet now - in order to make an estimate for the noise modulation, I have to make an assumption. There are no FFT plots so the assumption can't be checked.
I think one of the reasons people think that digital creates stair steps is because in the recording stage, it does as you have shown. However, when it goes back to an analog signal after it has been converted by the analog output stage, it's a continuous sine wave. The fact remains it is a stair step when recorded. I also think that showing a 1 kHz sine wave after it has been recorded might just be misleading because music is never just a 1 kHz sine wave. I think it would be better to show screen shots of full frequency music being recorded digitally and show what it looked like on the scope prior to D/A conversion and what it looked like on another scope after it came out of the D/A converter to show how closely it resembled the input signal. I don't think that showing a pure 1 kHz sine wave going through the D/A conversion is telling the whole story.
So we have the DAC's typical THD+N at 90dB close to fullscale, whereas at -60dB we get -106dB. This one's A-weighted so take off a couple of dBs and tentatively conclude that the noise modulation is 14dB. This is an average noise modulation, as your video showed, the noise is going up and down with the signal level. By a similar method we get the ADC's noise modulation at 8dB.
Perhaps I didn't explain my point clearly enough - I'm here suggesting that an average noise floor modulation figure merely indicates there's a problem in that they're not dithering correctly
Ah, OK. You'd objected to my statement of old/consumer-grade DACs being suitable for anything but sinewaves, so I assumed you were then offering an example of exactly that (when this example that was about as innocuous/inaudible as they getits not really saying very much about whether its subjectively audible. The subjective effects I hear (not with this particular part, most recently with a CS4398) are almost certainly above the level of -90dB which I doubt would make any subjective difference.
Why would that be the case over some other form of nonlinearity?
I would expect faulty dither to result in a distortion amplitude figure that's nonlinear with input amplitude. On this part at least, the distortion products fall off smoothly with input amplitude, much like most opamps. I realize you can't see that from the spec sheet, and you'd have to take my word for it.
OK. You'd objected to my statement of old/consumer-grade DACs being suitable for anything but sinewaves, so I assumed you were then offering an example of exactly that (this example that was about as innocuous/inaudible as they get
Now I'm confused too. You said that the distortion products of this specific part were likely the result of botched dither. I said that in that case, I would expect a different behavior than the products smoothly falling below the noise floor as the input amplitude was reduced, specifically, that I'd expect a slower falloff until things got to around 1-2LSB and then a large change. I'll admit I've not played much with RDPF dither, so I'm not as familiar with its behavior. Is that what you're suggesting is happening here? If so... then I understand. If not, elucidate.Ooops, you lost me. Noise modulation is known for being a byproduct of the wrong pdf of the dither. Rectangular pdf gives it for example.
How do you know they do? And what form of distortion products - THD or IMD (just for starters)
I was referring only to the distortion products dropping off with reduction in amplitude much as happens with an opamp. It was a similie, not a suggestion that, eg, the output buffer was responsible.As for opamps, the distortion products go up substantially with frequency (like 18dB/8ve) and its in practice almost impossible to keep the HF out of one's opamp (I know, I've tried).
What about this part does not meet the criteria of 'near ideal transparency'? [and yes, I realize your quibble was only that-- a quibble. I forgot to thank you for an otherwise positive review :-]No, I haven't objected, I've quibbled with your claim of 'near ideal transparency'
[...]
In order to provide a hypothesis in support of my observations I've pointed out the smoking gun in the DS of the part you were claiming for.
Now I'm confused too. You said that the distortion products of this specific part were likely the result of botched dither.
I'll admit I've not played much with RDPF dither, so I'm not as familiar with its behavior. Is that what you're suggesting is happening here? If so... then I understand. If not, elucidate.
What about this part does not meet the criteria of 'near ideal transparency'?
Ah. I'd seen [and had pointed out] relatively little modulation of the non-distortion noise products (~3 or 4dB between 0dBFS and -60dBFS in the DAC, and then no additional change below that), so I hadn't considered that as something you were talking about.No, unless I'm being cryptic again without realizing it (always a possibility). I only pointed to the FFT containing the distortion products (which you kindly found for me) as a way to verify that the full-scale THD+N measurement was noise dominated. So I was pointing to the relative absence of distortion products and the presence of (undesirable) noise products.
OK, I understand. I would not personally think a 4dB noise floor modulation around FS that's affecting a critical band's noise floor 120+dB down (100dB down broadband) to have any chance of being audible, period. But I'll admit-- I've not run that specific test. If it _is_ audible, I still find it hard to object to.I'm suggesting that the noise modulation being generated (not in dispute is it?) is the result of incorrectly dithered truncation occurring at the 5 or 6 bit level. The DS doesn't say how many bits in the DAC part so I'm guessing here. Whereas I probably agree that dither at the 16bit level might well be overrated (for me the jury's still out) at the 6bit level I'm in no doubt, its audible.
I can send you one if you like. I have a pile of spares for when I accidentally blow one up in the lab. I've lost a couple that way. But really, I don't think you'd learn anything not in the sheet. By having one I mean, not by blowing it up.I'm surmising its the incorrectly dithered truncation at the 5 (or 6) bit level. But as I've not heard the part in question, its just conjecture.
OK, I understand. I would not personally think a 4dB noise floor modulation around FS that's affecting a critical band's noise floor 120+dB down (100dB down broadband) to have any chance of being audible, period.
I can send you one if you like. I have a pile of spares for when I accidentally blow one up in the lab. I've lost a couple that way. But really, I don't think you'd learn anything not in the sheet. By having one I mean, not by blowing it up.
That should be a relatively easy test to run since all you're looking for is the noise figure. Got any specific examples of music in mind?Sure, can't disagree - but we only have the average noise floor (sine stimulus) reading gleaned (by deduction) from the DS, not the instantaneous noise floor modulation with high crest factor signal. Which I'm betting is what I'm hearing and dlsliking and hence it must be considerably higher than -100dB down on music I reckon.
Buuuurrrrrn. Sounds like you want out ;-) OK, you can have the parting shot.Its a kind offer but I'll pass as I'm already overloaded with sucky-sounding D-S (or S-D) DACs