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#1251 | |
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diyAudio Member
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Quote:
If it really is anything like the stated temps, we'll see a measurable rise not too far away, and with a thermal time constant not all that terribly long. There are some very tiny thermistors that could be affixed somewhere nearby that wouldn't drastically interfere with transduction of vibrations. As far as the LP itself, I seem to recall someone saw deformations that slowly relaxed back into shape given some time. This too could be re-investigated today with some new tools. For example, use a laser table to play and digitize the record, then play with a stylus, then back to the laser table. Compare the digital files before and after. |
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#1252 |
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diyAudio Member
Join Date: May 2011
Location: Little Rock
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I think (always a bad sign) that the temperature numbers were calculated from contact pressures required to accelerate the stylus at the hundreds or thousands of G's (not as surprising a number as it may seem!) from a teeninsie contact area. The actual "groove" geometry traced by the stylus is *not* on the surface, but includes a certain amount of the inner vinyl. One reason why the laser scanners are so different - the other is the insane amount of noise reduction needed without a stylus' "averaging". I don't think it's a question of friction, or anything like that. Simply enormous pressure in a tiny space.
When Lord Kelvin (now there's a name to conjure with!) (and his daughter invented computin') calculated the age of the Earth it was by temperature rise caused by gravitational pressure. He was way off because he didn't know about radioactivity yet, but his numbers were right for his day. I'll try to find some numbers to back up the 400 F claim, so I won't be as wrong as The Man ultimately was. Thanks, Chris Last edited by Chris Hornbeck; 26th September 2012 at 01:00 AM. |
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#1253 |
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diyAudio Member
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Lord Hornbeck,
Thanks for the information. I would imagine that some of the heat would go up the cantilever until some equilibrium was reached and that most of the heat would be lost to air as the surface area of the stylus tip must be large compared to the diameter of the cantilever. But I am just guessing on that. Very interesting phenomena that I had never considered before. Still can't see the groove retaining that much heat over time though, the mass and surface area would be so much greater than the small contact area. |
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#1254 | |
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diyAudio Member
Join Date: May 2011
Location: Little Rock
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Quote:
Has anybody else noticed the long-long term memory that vinyl records seem to have? Could be just *my* poor memory (and likely!) but it seems like records that seemed worn and beat a few decades ago "recover" after a long nap. Or I could be getting older and more forgiving. Thoughts? Thanks, Chris |
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#1255 |
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diyAudio Member
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Chris,
The only thing that I could attribute an album recovering over time is the phenomena of memory. The other standard mechanism in plastics is called creep. In one the load over time causes the material to move, just as glass will flow over time because it is not truly a solid. But that type of deformation is usually not reversible. But memory is when the molecules have been created in a specific way, a matrix, and though they have been pushed around they would have a tendency to return to the original shape over time as the stresses are relieved. Since an album is made in a mold and the grooves are set the shape would have that original pattern in the matrix and this could explain the return back to the original shape. I know that there would be more to it than that as dirt and a worn stylus would cut some of the vinyl over time and once material is removed it would be gone for good. And no I am not making this stuff up off the top of my head, been molding plastics for far longer than I care to admit...... |
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#1256 |
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diyAudio Member
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While Chris his chasing that temp thing (thanks Chris, much appreciated) can I briefly return to the overload electrical damping? Something is bothering me.
It seems most here agree that electrical coil damping does not lead to mechanical cantilever damping; that is, the cantilever resonances are still there but are no longer in the electrical output of the coil, and this leads to a smooth freq response. But this damping system can not differentiate between unwanted mechanical resonances and wanted vibrations from signals on the record. Are we not loosing signal content with this damping method? jan
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/Yes! Its out: Linear Audio Vol 5! I'm not an "accademic", just a plodder who loves a challenge - Ian Hegglun |
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#1257 | |
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diyAudio Member
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#1258 |
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diyAudio Member
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Dick do you want me to post a scan of the circuit? For study purposes only?
![]() jan
__________________
/Yes! Its out: Linear Audio Vol 5! I'm not an "accademic", just a plodder who loves a challenge - Ian Hegglun |
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#1259 |
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diyAudio Member
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Jan,
Just as you have stated so eloquently the problem with trying to electrically damp a mechanical resonance with the phono cartridge the same principals apply to electrical filters that are placed in electronic crossovers to dampen mechanical resonance with loudspeakers. I just sit there and keep my mouth shut every time I see someone say they are going to use a notch filter to remove the mechanical resonance of a loudspeaker. Isn't going to ever happen, the resonance has nothing to do with the electrical signal, the excitation can be caused by many other physical phenomena and unless you physically change the loudspeaker the original reason for the excitation still exists. Learned this long ago, you can use electrical equivalents to describe the functions but that does not mean they are exactly equivalent. Just a way to understand and study the functions, not something that can overrule physics. |
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#1260 |
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diyAudio Moderator
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If I have two complementary filter functions (say, a peak and a notch) with the same amplitude, phase response, delay, and Q, why would they need the same mechanistic cause in order to cancel? After all, on the other end of the chain, it's very common to use the combination of mechanical and electrical transfer functions to achieve a particular acoustic transfer function (e.g., a Linkwitz transform in an electrical filter to extend the mechanically-limited bass).
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