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Hi Jaddie, thank you for your reply.
As per the thread title, I was hoping for some links or references to scientific literature. Do you have references or links for the discussion on materials, oxidation effects, connector design (preferably for audio applications), etc...? It would be really great if you could share a reference where you found all that info on contact resistances. I'd also be interested to learn how they measure those figures.
Yes, sorry for no links. My references are all print, hard copy, and from quite a while ago. I researched contact parameters and materials for a design project quite a few years ago, and the information has stuck with me. I'm not in my office now, and they are, so it'll have to wait a while. I could google it, but then, so can you.
Contact resistance measurements are done with milli-ohm meters, which are a bit special, and have a way to compensate-out the test leads and their own contacts. Fairly expensive gadget unless you need it all the time.
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I would assume that the contact area would play an important role in the contact resistance.
I think you mean force per unit area
What is actually important? Is it the contact pressure or the total contact force?
Yes, area is important, but for small signals contact pressure is more important. Probably force per unit area is more correct, though it's measured in something like pounds per square inch.
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This is exactly what I'm looking for! How is the impedance dependent on construction? How does this affect transmission of audio bandwidth signals? Is this something I'd find in Horowitz and Hill?
Cable and connector impedance is totally a construction, and mostly dimensional issue, conductor spacing, dielectric type, etc. In practical terms, it has absolutely NO effect on audio signals, however. It's only a factor in impedance matched transmission line systems where the cable length is longer than 1/4 of the wavelength of the signal being carried. Audio interconnects are not an impedance matched, power transmission-based system. The source is low, then load/termination is high, its a voltage transmission system. I don't own H &H.
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One of the pro-expensive-cable arguments is that expensive cables might somehow provide superior impedance matching along the signal chain that leads to minimized signal reflections, and consequently minimize problems arising from signals reflecting back into the source. Obviously, the ability of the source to handle these back reflections will vary from component to component, but the electrical characteristics of cables + connectors to audio band signals should be easy to specify, right? Is there literature that outlines this analysis?
The analysis would be correct for RF signals, incorrectly applied for audio signals over short distances (meaning under 10 miles or so). In an impedance matched transmission line system, where the wavelengths being carried are shorter than the line itself, matching the source, cable, and load impedance maximizes energy transfer, and minimizes reflections. Reflections become an issue in a system like that because the reflected wave produces standing waves along the line, and power is also reflected back to the source. If transmission lines are long enough with respect to the wavelength carried the timing of the reflection is also an issue. However, this has nothing to do with audio. Audio wavelengths are huge compared to the length of the wire. We aren't working in an impedance matched system, and the total propagation delay of an interconnect is too tiny to be even considered a fraction of an audio wavelength. No power is reflected from the load at all. And this is again a voltage transmission system, so very little actual power is transferred to the load anyway. So the electrical characteristics of the cable and connectors are way out of the picture, and apart from a small group of cases involving the complex load of a speaker and some rather odd cable, the cable and connectors typically have no effect on the signal carried. We could include in "odd cable" that with extremely high inductance, impedance or resistance. Normal cable would have low R, L and minimal C, all of which would be below the point of affecting the signal.
You also only mention contact resistance. Is there an appreciative amount of connector capacitive that would contribute to the complex impedance of a cable? Where can I find this answers?
I think that's covered. I don't mention connector capacitance because it's not a factor, and neither is the complex impedance of a cable until it gets to be either unusually high or the cable is extremely long.