How Fast Does an Electric Signal Travel in Different Wires Compared to Light?

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    Electric Signal Speed
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SUMMARY

The speed of propagation of an electric signal in a normal copper wire is approximately 0.9 times the speed of light (0.9c), while in a superconductive wire, the analysis is more complex due to the need to consider kinetic inductance. The propagation speed outside the conductor is nearly the speed of light in the surrounding material, with values of 0.91c for polystyrene and 0.69c for teflon. The discussion highlights that the dielectric properties and geometry of the cable significantly influence the signal speed, regardless of whether the wire is superconductive.

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What is the speed of propagation of an electric pulse compared to the speed of light:

- In a normal copper wire.

- In a superconductive wire.
 
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c......
 
Also, the propagation speed in a cable depends on the geometry and the dielectric used; meaning it is doesn't really matter if the cable is superconducting or not*

*expect for the kinectic inductance of the superconductor which should be added to the geometric inductance, but this is a very small effect in a cable.
 
Phys988 said:
What is the speed of propagation of an electric pulse compared to the speed of light:

- In a normal copper wire.

- In a superconductive wire.

The propagation speed of the signal (which propagates outside the conductor) is practically the speed of light in the material outside the conductor. This is about 0.91c for polystyrene, 0.69c for teflon, and c for air.
 
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My recollection is about 0.9c for a DC signal (infinite frequency) in a copper conductor, but I don't recall doing an analysis myself.

This reference treats the transmission line as a superconductor for analysis, and yields results similar to the concept expressed by xantox (note k is the dielectric):

http://www.allaboutcircuits.com/vol_2/chpt_14/3.html

For an informal discussion see also:

http://en.wikipedia.org/wiki/Wave_propagation_speed
 
SystemTheory said:
This reference treats the transmission line as a superconductor for analysis, and yields results similar to the concept expressed by xantox (note k is the dielectric):

http://www.allaboutcircuits.com/vol_2/chpt_14/3.html
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Somewhat OT: That analysis is actually not valid for a reak superconductor, what they are actually assuming is that the material is a PEC=perfect electrical conductor.
The full analysis for a real superconductor is more complicated and you need to take the kinetic inductance into account (meaning you need to use the Mattis-Bardeen equations etc).
 
I'm not an authority on superconductors, however, I am confident that the scientific community reserves the term "super" for very special cases of conductors, fluids, states of matter, etc. I agree the All About Circuits reference should use the term "perfect conductor" in its description, and that this is merely an introductory treatment of the transmission line from the perspective of circuit theory.
 
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