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On Tue, 1 Mar 2011 14:03:29 -0800, Sebastian Kaliszewski wrote
(in article ): Scott wrote: On Feb 27, 5:14 am, "Arny Krueger" wrote: "Scott" wrote in message On Feb 26, 7:39=A0am, Andrew Haley wrote: Surely an ADC/DAC that can be looped through 20 times with no audble deterioration is flawless in the same way. Hardly. All it takes is one brick wall filter that is audibly degrading the original analog signal to shoot this theory out of the water. False. No it is true, If the filter degrades the sound of a particular ADC it does not matter how many times you loop the signal through the ADC/DAC with zero degradation. There is no zero degradation. There is inaudible degradation. Just since sinc filter (ideal brickwall filter with 0 phase) is unrealisable (it would require infinite delay) every iteration adds to sound degradation. All phase nonlinearities will add, all not ideal brickwall effects will add as well. The system that system will degrade any original analog signal. And it will degrade it on each iteration. The claim that the transparancy of the loop proves transparancy of the system is fatally flawed for this reason. It's not. Signal passes antialias and reconstruction filters on each iteration, not once. [...] This is very poor logic. There was no logic involved Arny. An assertion was made and I showed a clear flaw in it. You showed no flaw. Apparently you just misunderstand how DAC/ADC works. Filter is an integral part of DAC as well as ADC component. When signal runs through ADC/DAC chain many times it runs through antialiasing and reconstruction filter the same number of times as well. All the signal degradation accumulates as well. It is a fact that if the filter of an ADC is colored the ADC/DAC conversion of an analog signl will also be colored no matter how many times you can run that signal through a loop without degradation. And in each iteration those colorations *will* accumulate. That's the way I understand the process. Well described. Now perhaps if we strung a series of A/D and D/A converters together and bypass their antialiasing and reconstruction filters so that we are just re-digitising and decoding a stair-step waveform over and over again, we might get the result that Mr. Kruger predicts, but I'd have to think about it as I'm not 100% sure that even that assumption is correct. |
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