Cdc, FWIW, You are probably correct. I doubt that we will agree on anything when it comes to this subject.
But, FWIW, I would pose a question which no one has ever answered for me. Assuming, for the sake of discussion, that you are correct regarding the "drain" theory, and assuming that you have a component, or part with-in which is more likely because each component part will have its own individual resonance point, which resonates at, say 5000hz, exactly what amplitude must this resonance reach before it actually affects the SOUND of the component.
IMHO, it's only an esoteric theory unless one can establish that it not only actually exists in the minds of our scientists, but as pratical matter for audiophiles that advertised methods actually work to solve a real problem experienced in audio components and their use in the home.
It seems to me that if we have a problem based on something as well explored by the scientific community as resonances/vibrations that there must also exist a method of quantifying the amplitudes necessary to cause a deterioration in sound quality. IMHO this is not an area where 'subjective' observations have much meaning (to me at least).
IMHO, the 'drain theory' is on the same level as someone saying that we aught to provide for compensation in out TT set ups for the effect of the moon. I mean it (the moon) sure effects our invironment - no arguement can be made there - so it must effect our TT's operation which are infinitely suseptible to all sorts of things, and we should be able to make adjustments to compensate, shouldn't we?
FWIW, I get a real kick out of someone saying that a 'component' has a resonance point which can be moved by choice of isolation/coupling. As I suggested above, if a component has 100 parts, it has one hundred resonances within, one for each uncommon part. Do these somehow combine to make just one resonance for the whole component? Perhaps I'm just speaking from ignorance - I guess I'll have to take some physics course so I can understand this
As indicated before, I think the drain theory offers more commercial opportunities than it actually solves real world problems. IHMO of course.
But, FWIW, I would pose a question which no one has ever answered for me. Assuming, for the sake of discussion, that you are correct regarding the "drain" theory, and assuming that you have a component, or part with-in which is more likely because each component part will have its own individual resonance point, which resonates at, say 5000hz, exactly what amplitude must this resonance reach before it actually affects the SOUND of the component.
IMHO, it's only an esoteric theory unless one can establish that it not only actually exists in the minds of our scientists, but as pratical matter for audiophiles that advertised methods actually work to solve a real problem experienced in audio components and their use in the home.
It seems to me that if we have a problem based on something as well explored by the scientific community as resonances/vibrations that there must also exist a method of quantifying the amplitudes necessary to cause a deterioration in sound quality. IMHO this is not an area where 'subjective' observations have much meaning (to me at least).
IMHO, the 'drain theory' is on the same level as someone saying that we aught to provide for compensation in out TT set ups for the effect of the moon. I mean it (the moon) sure effects our invironment - no arguement can be made there - so it must effect our TT's operation which are infinitely suseptible to all sorts of things, and we should be able to make adjustments to compensate, shouldn't we?
FWIW, I get a real kick out of someone saying that a 'component' has a resonance point which can be moved by choice of isolation/coupling. As I suggested above, if a component has 100 parts, it has one hundred resonances within, one for each uncommon part. Do these somehow combine to make just one resonance for the whole component? Perhaps I'm just speaking from ignorance - I guess I'll have to take some physics course so I can understand this
As indicated before, I think the drain theory offers more commercial opportunities than it actually solves real world problems. IHMO of course.