cleeds,
Well I see where you are going but it is not the same thing. For example in order to have speed variations on the turntable the are like those found in amplifier, your TT speed (33 rpm) would have to speed up to 66 rpm in order to produce a harmonic of what ever is in the groove.
Amplifiers that can generate energy at 2 Khz from a 1Khz fundamental experience a very rapid change in velocity causing the fundamental to "slide" up the spectrum and be seen at 2khz and then slide" back to 1Khz.
If it does not slide - then it is digital not analog.
The reason it is only a small percentage of distortion is because the segment of the 1 Khz sine wave the experiences the non-linear event is brief. Energy from the fundamental cannot exist in two places at once because it is an analog continuum. This can be seen by measuring the signal level at the output as (lets say) +10db and see that the fundamental on the display reads +9.8 db The other 1.2 db is spread out across the harmonic content. If you remove the harmonics the fundamental will measure +10 and be seen as +10 on the display.
The velocity errors I have successfully trapped are right next to the fundamental. So If the 1Khz signal begins to head up the spectrum - it is held by a velocity countermeasure to keep it locked on speed. So 1,001 Khz (one extra cycle) is not allowed. This is why it does not have the ability to produce harmonic distortion. It is captured and dealt with while it is still in its infancy as a phase problem not a frequency problem. On the other hand, the burn-in process (outside the detection system) all by itself will cause an offset in the speed that will end up displacing the sound objects enough to cause the live nature of the sound to collapse. It can sound fake until it is broken in.
The break-in non-symmetrical charge/discharge currents will give you something that looks like a pencil sitting in half a glass of water. (It looks like the pencil is split at the water line) That is the positive and negative wavefronts in an unregistered condition. After burn-in the pencil is seen as normal (out of the water) as the wavefronts are now registered (same as live).
Roger
Well I see where you are going but it is not the same thing. For example in order to have speed variations on the turntable the are like those found in amplifier, your TT speed (33 rpm) would have to speed up to 66 rpm in order to produce a harmonic of what ever is in the groove.
Amplifiers that can generate energy at 2 Khz from a 1Khz fundamental experience a very rapid change in velocity causing the fundamental to "slide" up the spectrum and be seen at 2khz and then slide" back to 1Khz.
If it does not slide - then it is digital not analog.
The reason it is only a small percentage of distortion is because the segment of the 1 Khz sine wave the experiences the non-linear event is brief. Energy from the fundamental cannot exist in two places at once because it is an analog continuum. This can be seen by measuring the signal level at the output as (lets say) +10db and see that the fundamental on the display reads +9.8 db The other 1.2 db is spread out across the harmonic content. If you remove the harmonics the fundamental will measure +10 and be seen as +10 on the display.
The velocity errors I have successfully trapped are right next to the fundamental. So If the 1Khz signal begins to head up the spectrum - it is held by a velocity countermeasure to keep it locked on speed. So 1,001 Khz (one extra cycle) is not allowed. This is why it does not have the ability to produce harmonic distortion. It is captured and dealt with while it is still in its infancy as a phase problem not a frequency problem. On the other hand, the burn-in process (outside the detection system) all by itself will cause an offset in the speed that will end up displacing the sound objects enough to cause the live nature of the sound to collapse. It can sound fake until it is broken in.
The break-in non-symmetrical charge/discharge currents will give you something that looks like a pencil sitting in half a glass of water. (It looks like the pencil is split at the water line) That is the positive and negative wavefronts in an unregistered condition. After burn-in the pencil is seen as normal (out of the water) as the wavefronts are now registered (same as live).
Roger
