But honestly, this seems like insane overkill. Vinyl has a ridiculously limited dynamic range, and digital recording at 24/48 is practically transparent even with low-end prosumer equipment. At the high end you have to work quite hard to spend more than $4k on a spectacularly clean and neutral studio-grade ADC/DAC. (You can spend more on madly expensive super-fi, but it's not going to sound any cleaner than a good Burl, Lynx, or Metric box.)
So if you spend $4000 on the turntable/arm/pickup another $4000 on studio grade converters, you can capture recordings that will be absolutely indistinguishable from the vinyl source. And your precious plastic disks can stay in their wrappers.
https://www.audiosciencereview.com/forum/index.php?threads/m...
Now as far as speakers are concerned, yes, you’ll need to spend at least a few thousand for a stereo pair capable of doing justice to this level of precision and dynamic range.
I belived in their swansong and bought into it up until recently, then I tried "terrible" hardware and dear God it sounds so much better.
There’s no reasoning somebody out of something they weren’t reasoned into the first place, so usually this isn’t an argument worth having.
A modern laser interferometer could easily get well past the resolution that is limited by the vinyl structure itself.
I don't think the correspondence would be linear. There's probably something like cos(2 pi d / W) in there somewhere, where d is the distance to the grove and W is the wavelength of the laser. So you'd need some sort of equalization circuit on the output, but audiophiles are OK with that--they are used to RIAA equilization on vinyl already.
I assume that the variations in groove distance are much larger than the wavelength of the laser, which would mean that there are several plausible grove distances that give the same intensity output of the interferometer. I'm not quite sure how to handle that. I have a feeling an integrator would be involved, but details elude me at the moment.
Distortion here means both extreme distortion (e.g. clipping) which is what people often think of when they hear the word "distortion", or the more technical definition of any alteration of the input signal. The pre-amps, compressors, and so on will all add their own distortion to the signal. However this is desired distortion. Tape offers some of this, although I'm not familiar with what its exact characteristics are.
Clipping (when the input signal amplitude exceeds the limits of the storage medium or output device) is a type of distortion that can sound great or absolutely awful.
Digital clipping sound awful. The max amplitude is all 1's in the digital storage medium. When a signal exceeds this, for the duration of it exceeding every sample will have that same value of all 1's. The waveform will basically have the top lopped off. There will be sharp "corners" where it starts to clip, and where it stops clipping. Those corners create "pops". It makes that part of the recording unusable.
Analog clipping can be a very sought after sound though. The max amplitude on tape is when all of the poles of the magnetic material are aligned. This isn't perfect though and it's not instant, so you get a slower compression of the signal and some variation. The waveform will look like its top has been squeezed downward. This can sound amazing.
The quality on youtube is pretty bad (spotify or elsewhere is better), but this song has a great example. You can hear his voice distort in many places, but it sounds wonderful (particularly starting around 2:20 - 2:40 and 3:10). https://www.youtube.com/watch?v=wAGS8UL9b6A