Superconductivity - speed of light change?

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Discussion Overview

The discussion revolves around the concept of superconductivity, particularly the relationship between the speed of light and the mechanisms that drive superconductivity, such as Cooper pairs and the mass of photons within superconductors. The scope includes theoretical aspects and implications of these phenomena.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • One participant mentions a professor's claim that the speed of light changes in relation to superconductivity, linking it to Cooper pairs and electromagnetic force laws.
  • Another participant explains that photons inside a superconductor acquire mass through the abelian Higgs mechanism, which is a consequence of the formation of Cooper pairs and relates to the Meissner effect.
  • A different participant acknowledges the connection between photon mass and superconductivity, expressing interest in further exploring the topic despite lacking a quantum field theory background.
  • Reference to Weinberg's work is made, suggesting it contains valuable discussions on the underlying symmetry principles related to the topic.

Areas of Agreement / Disagreement

Participants express varying levels of understanding and interpretations of the relationship between superconductivity and the speed of light, with no consensus reached on the validity of the professor's statement or its implications.

Contextual Notes

There are unresolved assumptions regarding the implications of photon mass on the speed of light and how these concepts interrelate within the framework of superconductivity. The discussion also reflects a dependency on advanced theoretical concepts that may not be universally understood among all participants.

Clever-Name
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So my Cosmology prof (who does research in String Theory) mentioned something during class a few days ago that the driving factor behind Superconductivity is that the speed of light changes.

Someone in my class spoke to him after the lecture about it and he rambled on about something to do with cooper-pairs requiring a change in the electromagnetic force law and this demands that the speed of light changes.

I have never heard of this before, I have been to several rudimentary lectures on superconductivity and I have only ever come across Cooper Pairs and phonons being the driving force behind superconductivity.

Does anyone have any idea what my prof was talking about and could shed some light on it? I have done a few google searches and have turned up empty-handed. Was he just mumbling some higher-dimension mumbo-jumbo or is his statement valid.
 
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Photons inside a superconductor actually get a mass from the abelian Higgs mechanism. This phenomenon was actually discovered by Anderson and the later work by Higgs and others was about generalizing it to relativistic and nonabelian gauge theory. What happens is essentially that Cooper pairs behave like a scalar field with a nonzero vacuum expectation value. The U(1) gauge symmetry is broken and the would-be Goldstone boson adds to the 2 photon degrees of freedom to complete a massive vector field.

This seems more a consequence of superconductivity, while the formation of Cooper pairs is the cause. The photon mass does, however, explain the Meissner effect. Since the photon has a mass, the EM force in a superconductor is short-range (due to an exponential damping in the force law). External fields can only penetrate to a distance of [itex]h/Mc[/itex], resulting in the "expulsion" of a magnetic field from a superconductor.

This is discussed in many places, but if you have a QFT background, you might look at the discussion in Atchison and Hey's gauge theory text (the google preview is missing important pages).
 
@fzero Ahhhh, yes that is what he said, the photon gains mass. Interesting! I don't have QFT background but I'll take a look around now that I know what I'm looking for. Thanks!
 
Weinberg, Quantum theory of fields, (I think vol. 2) has also a very nice discussion of the subject which brings out the underlying symmetry principles very nicely.
 

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