Joe Bloggs
Sponsor: HiByMember of the Trade: EFO Technologies Co, YanYin TechnologyHis Porta Corda walked the Green Mile
First, some live history of someone waking up to the theoretical limitations of SACD.
Post 1
Stage = Marketroid parrot (even though I'd hardly read any SACD marketing literature)
--------------------------------------------
I think he's referring to the DSD encoding method of SACD:
Old CD uses PCM encoding: the absolute position of the waveform is specified in time.
SACD uses DSD encoding: instead of encoding the absolute position, for each time-step the position is specified relative to the previous time-step by a '+1' or '-1'.
So I suppose you could say that a square wave can't be accurately represented by DSD.
But then again, it can't be accurately represented by CD either--the time resolution is much poorer.
For all practical purposes SACD should have even better transients than CD
Oh heck, I don't seem to be making much sense here, let me try again:
Quote:
So you can see that it seems impossible for DSD to encode instant massive changes in the waveform (like transients or a square wave). But in reality since the sampling rate of SACD is so high (2.8MHz) a string of +1s should encode the rising edge of a transient just as effectively, if not more so, than CD PCM. Although PCM can jump to any value 'instantly', the low sampling rate of 44.1kHz cancels the advantage completely.
Post 1
Stage = Marketroid parrot (even though I'd hardly read any SACD marketing literature)
--------------------------------------------
I think he's referring to the DSD encoding method of SACD:
Old CD uses PCM encoding: the absolute position of the waveform is specified in time.
SACD uses DSD encoding: instead of encoding the absolute position, for each time-step the position is specified relative to the previous time-step by a '+1' or '-1'.
So I suppose you could say that a square wave can't be accurately represented by DSD.
But then again, it can't be accurately represented by CD either--the time resolution is much poorer.
For all practical purposes SACD should have even better transients than CD
Oh heck, I don't seem to be making much sense here, let me try again:
Quote:
http://www.delosmus.com/sacd_explained.html DSD is the new digital recording technology employed by the SACD. A high-density format dependent on the high speed microprocessors and large capacity storage devices being created by the modern high tech boom, DSD takes a new approach to the basic problems of digital music recording. By using a completely different system of encoding, DSD avoids many of the limitations of physics, electronics, and manufacturing technology inherent to the current method of PCM recording used for CDs and other current digital audio applications. The encoding process uses a single bit (1 or 0) to represent how the music signal (acoustic or electronic waveform) is changing over time, that is, taking its trajectory rather than its absolute value. This process is repeated very rapidly--2.8 million times per second--to get an accurate picture of how the signal is shaped. |
So you can see that it seems impossible for DSD to encode instant massive changes in the waveform (like transients or a square wave). But in reality since the sampling rate of SACD is so high (2.8MHz) a string of +1s should encode the rising edge of a transient just as effectively, if not more so, than CD PCM. Although PCM can jump to any value 'instantly', the low sampling rate of 44.1kHz cancels the advantage completely.
Stay updated on HiBy at their facebook, website or email (icons below).
Stay updated on HiBy at their sponsor profile on Head-Fi.
|