Yeah totally agree Don even about measurements more accurate but the limitation-restriction is the test procedure and its scope, and music and its segments will never be used IMO for exactly the reasons you state.
But with major chords at specific points on a scale we can cover most of the frequency range while using actual musical notes without being as random/unspecific/unfocused, also the sound could be derived from a synthesised instrument to control its waveform.
In a way it is interesting because certain instruments can generate 40-50 harmonics between 20-20khz that are incredibly complex.
Relating to the IM distortion, not sure you read the link where I provided the article by Nelson Pass, I find it very good for giving a high level understanding of the various distortions and their implications in different topologies while also showing difference between both simple and complex IM distortion.
It is him who says:
He is a supporter of the zero feedback architecture and makes some good points:
http://www.firstwatt.com/pdf/art_dist_fdbk.pdf
If really interested for the alternative view on negative feedback from one of its supporters I could try and find Bruno Putzey's presentation on the subject, think Walt Jung may also had touched on the subject as well.
Cheers
Orb
But with major chords at specific points on a scale we can cover most of the frequency range while using actual musical notes without being as random/unspecific/unfocused, also the sound could be derived from a synthesised instrument to control its waveform.
In a way it is interesting because certain instruments can generate 40-50 harmonics between 20-20khz that are incredibly complex.
Relating to the IM distortion, not sure you read the link where I provided the article by Nelson Pass, I find it very good for giving a high level understanding of the various distortions and their implications in different topologies while also showing difference between both simple and complex IM distortion.
It is him who says:
If you want the peak distortion of the circuit of figure 13 to remain below .1% with a complex signal, then you need to reduce it by a factor of about 3000. 70 dB of feedback would do it, but that does seems like a lot.
By contrast, it appears that if you can make a single stage operate at .01% 2nd harmonic with a single tone without feedback, you could also achieve the .1% peak in the complex IM test.
I like to think the latter would sound better.
He is a supporter of the zero feedback architecture and makes some good points:
http://www.firstwatt.com/pdf/art_dist_fdbk.pdf
If really interested for the alternative view on negative feedback from one of its supporters I could try and find Bruno Putzey's presentation on the subject, think Walt Jung may also had touched on the subject as well.
Cheers
Orb
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