Re: Linear PCM audio: 44.1 KHz, monaural, 1-bit-per-second
- From: Andrew Reilly <andrew-newspost@xxxxxxxxxxxxxxxxxxxxx>
- Date: Mon, 23 Jul 2007 23:30:45 +1000
On Mon, 23 Jul 2007 06:59:44 -0400, Randy Yates wrote:
Because the subject of this thread is "linear PCM" and the sample rate
and method of sampling are very pertinent to the definition of linear
PCM.
Subject, smubject. That's not what Radium was asking about.
DSD is linear PCM, after all...
DSD is not linear PCM.
Sure it is. Two quantization levels, one bit per sample.
Linear PCM is defined in [proakiscomm] as follows:
Let x(t) denote a sample function emitted by a source and let x_n
denote the samples taken at a sampling rate f_s >= 2*W, where W is the
highest frequency in the spectrum of x(t). In PCM, each sample of the
signal is quantized to one of 2^R amplitude levels, where R is the
number of binary digits used to represent each sample. Thus the rate
from the source is R*f_s bits/s.
And how is that different from DSD? f_s is >> 2*W, but that's not against
the rules.
Proakis is a fine work, and I agree with him, here. It's not gospel or
axiom, though.
--
Andrew
.
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