More corrections! They don't affect the basic idea, but could easily confuse people. Sorry about that. Hopefully this is it.
If the waveform is sampled at a frequency four times that which corresponds to the uniform time spacing of the example, (44.1 KHz perhaps) the data will look like the following:
Note also that we are now quantized at 1/4, (0+0+0+1)/4 ,instead of 1, which is the quantization of the raw data stream obtained from the disc. A factor of 4. Thats like 2 bits of additional resolution. Thats how Phillips got 16 bit performance from a 14 bit D/A.
OK Sean...Sorry you felt left out because no one jumped all over you. The following is my modification of your statement.
Some digital representations of analog (analogue in England) waveforms are a poor replication of the analog source because they lack the resolution (bits) and sampling rate appropriate for the bandwidth of the signal. Inaccuracy is not inherent to the digital format, but represents a design decision regarding what level of error is acceptable.
If the waveform is sampled at a frequency four times that which corresponds to the uniform time spacing of the example, (44.1 KHz perhaps) the data will look like the following:
Note also that we are now quantized at 1/4, (0+0+0+1)/4 ,instead of 1, which is the quantization of the raw data stream obtained from the disc. A factor of 4. Thats like 2 bits of additional resolution. Thats how Phillips got 16 bit performance from a 14 bit D/A.
OK Sean...Sorry you felt left out because no one jumped all over you. The following is my modification of your statement.
Some digital representations of analog (analogue in England) waveforms are a poor replication of the analog source because they lack the resolution (bits) and sampling rate appropriate for the bandwidth of the signal. Inaccuracy is not inherent to the digital format, but represents a design decision regarding what level of error is acceptable.