I do not think so, there is a plain dependence of capacitance on voltage as well.
Ah, now we are communicating. If you have a specific capacitor with known high DA it may be worthwhile to do a low end frequency sweep (level and phase) to verify the actual changes. No a simulation is not really proof at an extreme case. (Although it could be right, but until verified...)
(We can ignore mostly below 2 hertz as that probably won't have any influence on our perception of music reproduction.)
The other issue is "Does high DA ride in with other bad guys?"
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That is an excellent piece. I wish he didn't lump all ceramics together. Note the explanation of hook as water in the material (hadn't seen that before).
But again, without a voltage-dependent change in one or more parameters, there is no mechanism for nonlinear distortion, only frequency response alterations (which, indeed, many do call "linear distortions").
When Anthony New, an RF engineer, decided to illuminate all of us stupid audio folk about intermodulation distortion in the pages of Electronics World (UK) some years ago, he emphasized that harmonic distortion of a single musical note was indistinguishable from a change in timbre (not his words precisely, but I believe that was the gist). What he failed to note was how, beyond simple one-number THD specifications, audio equipment is measured routinely for IM (let alone other tests for things like TIM), and with his extraordinary ignorance berated us for not performing such tests.
What could provide the nonlinearity/nonconstancy in a capacitor to generate nonlinear distortions? How about any mechanism that causes the capacitance to vary with voltage, such as motion of the plates due to attractive/repulsive forces? Note that this can be a small-signal linear variation in the capacitance as a function of voltage. One cannot get it from a construction of constant capacitances and resistances.
Parenthetically, although we throw the terms linear and linearity around as if they were well-understood, I doubt that many do really understand them. We are vexed with misnomers like transistors that have "linear beta", I suspect started by the Japanese as a mistranslation, where what is accurate is "constant beta" (as a function of collector current). Yes, it is true that y = mx + b, the slope-intercept form of a linear equation, does have a solution for m = 0, but this is a degenerate case.
Perhaps it is time for Bruno or someone to write a piece for Jan's magazine called "The L Word".
I often wish that he would spend all of his time there .... in one with no internet facilities that is!
😀😀
Not in the detail, in fact. I was just happy that MKP, MKT and COG/NPO capacitors do not distort under normal conditions. But I have an interesting article re "iPhone Age capacitors", please find it attached.
See my upcoming LTE in Linear Audio. This is a very overlooked factor and can explain, e.g., the aging phenomenon of PET caps reported by Self.
I think you need an article about what linearity is and why it is important.
You are right, but you may have filter applications as well. And you will definitely prefer a part that distorts 0.002% in your app than the part that has 0.43%.
Attachments
Argh! I think Jam has my Vol. 9. Or did I forget to order it? I seem to recall seeing it. If I ordered it, could you email me a PDF of the article so I can refresh my memory. If I didn't, let me know and I'll order it.
Thanks!
EDIT: Nevermind. Just saw that you edited your post and included the PDF.
EDIT: Oh, I see it was just the one plot. So original post is back in effect. 😀
se
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The distortion of the capacitors is a very tricky thing. The nonlinearity of the ceramic ones is quite common. But the film ones can also distort due poor technology, if the foil isn't tighten sufficiently. Then something like electrostriction can appear, no matter which dielectric is used. The sintered polystyrene is the best solution in general including the stability, tempco and dielectric absorption, but such parts are very hard to obtain. Another way is the oil capacitors.
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