fr0g said:
shadders said:
fr0g said:
shadders said:
I think your tests have shown that you do not hear differences between standard 16bit 44.1kHz sources and an HD source (24bit/96kHz) hence it is not worth yourself paying extra for a suggested better experience, that you will not receive.
I have some Pure Audio blu-ray discs - i have not compared to CD as i do not have the original CD version - so i may be spending extra on something i too will not benefit from. The discs do sound good, but again, placebo affect may be the issue here.
Regards,
Shadders.
No, the tests have proven that there is nothing different between a HD file and a roughly downsampled version of it, other than some extremely quiet noise at a pretty high frequency.
All waveforms up to 17.5 KHz were "identical". Above that there is some noise at at least 75 dB below zero.
If you look at the waveform in Audacity of the difference it is flat.
If you analyze that it shows some noise way below the threshold of hearing outside an acoustic chamber, and noise that is above most people's hearing anyway.
Playback of the difference file produces silence. And looking at the spectral plot that is hardly surprising. Any inconsitencies in the downsampling algorithm would show up in a null test and make the difference more so, not less...And as said, the vast majority of the audible spectrum is completely identical.
The last test simply suggests that there are differences between the CD version and the HD version that are nothing to do with it being HD.
Hi,
I will have to disagree. The spectral test you have implemented is just indicating that there is 0.003% difference between the two spectrums for the 0Hz to 17.5kHz.
An example would be that i create a frequency sweep test file what has exactly the same spectral output as one of your test files. Here - quite obviously the files are different, but their spectral signature is so close, that the difference is as per your results.
You have resampled, or downsampled, depending upon the test. By this very fact, you have changed the original file to another file, proves that they are different.
I think you are confusing spectral similarity to no difference.
I agree that you cannot hear the difference between the test files, but this does not mean they are not different.
Regards,
Shadders.
I have not once said they are not different. They are.
But. The difference between an HD track and the same track downsampled to 16 44.1 and then null tested is minimal.
There is ZERO difference up to 17.5 KHz.
There is a small amount of noise at 17.5 and above, but at -75dB or lower which in a normal listening room would be inaudible even if you can hear past 17.5 KHz.
In an acoustically sealled room, if you can hear that high frequency, which most people over 30 cannot, it would be incredibly quiet. (Try setting your AV amp volume to -75 dB)
After that is some more noise at an equally low level, and at a frequency that is absolutely guaranteed inaudible.
So. In any normal listening room, there is nobody who will "hear" the extra noise in the difference sample.
The only way you can believe there is a meaningful, audible difference is if you believe that you can a) feel those frequencies (and at an incredibly low volume) or b) that they interact with the lower frequencies somehow.
In the end, the track was equally good quality at the lower bitrate and sampling frequency. Not an opinion, an observation.
Hi,
I need to confirm your methodology - i assume it is as follows :
1. You used Audacity to process the audio file (24bit/96kHz) to obtain a spectral plot.
2. You used Audacity to downsample the 24bit/96kHz to 16bit/44.1kHz file.
3. You used Audacity to process the 16bit/44.1kHz audio file to obtain a spectral plot.
4. You used Audacity to subtract the two spectral plots to obatin the 0Hz to 17.5kHz -90dB response, with the increase to -76dB above 17.5kHz.
If the above methodology you have used is correct then :
The -90dB from 0Hz to 17.5kHz is a difference between the frequency responses. This shows that across that audio band 0Hz to 17.5kHz that the difference between the two, spectrally, is 0.003%.
You have stated :
fr0g said:
There is a small amount of noise at 17.5 and above, but at -75dB or lower which in a normal listening room would be inaudible even if you can hear past 17.5 KHz
In an acoustically sealled room, if you can hear that high frequency, which most people over 30 cannot, it would be incredibly quiet. (Try setting your AV amp volume to -75 dB)
After that is some more noise at an equally low level, and at a frequency that is absolutely guaranteed inaudible.
So. In any normal listening room, there is nobody who will "hear" the extra noise in the difference sample.
The -75dB is not noise, it is the difference between the two files based on spectral plots only. This increase from -90dB to -75dB is the difference in energy between the files across that audio band from 17.5kHz to whatever the frequency is at the -75dB difference point..
It is not a sound you cannot hear at -75dB. It just means that the energy at this specific frequency is 15dB more that the 16bit/44.1kHz file at this same frequency.
fr0g said:
The only way you can believe there is a meaningful, audible difference is if you believe that you can a) feel those frequencies (and at an incredibly low volume)
Again, this is not an incredibly low volume, but the difference between the two based on spectral energy at the specific frequency.
If you recall that for original 16bit recordings, that they add dither. This is a modulation of the least significant bit of the 16bit sample to reduce the correlation of the quantisation noise with the signal being sampled.
This was added because people could hear the effect without dither.
16bits provides a theoretical dynamic range of 96dB. If people can hear the effect of quantisation noise correlation with the signal (audio) at this low level then would you agree that 90dB difference in spectral responses can be heard ?
It is not a problem - if you cannot hear the difference - it is not an issue - others may be able to hear the difference.
Regards,
Shadders.