Superluminal Light Propagation in Optical Fibres?

In summary: So what's this first pulse? It's a pulse of light which happens to be going faster than c. It's not imaginary, and it's not a photon (which is a particle not a wave).I suppose you could say that the first pulse is a photon, but that's not really what we're talking about. We're talking about how a waveform propagates, and a photon is a particle (which is also a wave).I'm not sure what you mean by "real light" and "imaginary light" - there's only one kind of light and it's real. It's just
  • #1
Simon Bridge
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I'm figuring this belongs in quantum - sounds like a quantum effect.
http://www.opticsinfobase.org/abstract.cfm?id=63756
We study the propagation of light pulses through a transparent anomalous dispersion medium where the group velocity of the pulse exceeds c and can even become negative. Because the medium is transparent, we can apply the Kelvin's method of stationary phase to obtain the general properties of the pulse propagation process for interesting conditions when the group velocity: U < c, U = ± , and even becomes negative: U < 0. A numerical simulation illustrating pulse propagation at a negative group velocity is also presented. We show how rephasing can produce these unusual pulse propagation phenomena.
(my emph)

There's lots of papers like this ... also been in the blogosphere:

Sounds like some people are claiming to have done it for real:
A team of researchers from the Ecole Polytechnique Fédérale de Lausanne (EPFL) has successfully demonstrated, for the first time, that it is possible to control the speed of light – both slowing it down and speeding it up – in an optical fiber, using off-the-shelf instrumentation in normal environmental conditions. Their results, to be published in the August 22 issue of Applied Physics Letters, could have implications that range from optical computing to the fiber-optic telecommunications industry.
http://scienceblog.com/light.html

These are representative samples from the less crazy end of the spectrum.

I could imagine the leading-edge of a wave-function faster than c so long as the group velocity was less. So I'm betting there is some crucial info left out which makes the result more sensational sounding than it should be.

What did I miss?
 
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  • #3
No, this is possible with the superposition of classical waves.
Sure - with classical waves, dispersion can result in the leading edge of a pulse moving faster than the nominal wavespeed in the medium.

But that animation is very useful - the superluminal pulse is an interference effect.
The lay reports seem to be missing that part out - (par for the course really). There are people who think someone just sends a flash of light down a fiber and it travels FTL.

Some reports seem to be saying that this effect can be used to send information faster then light. But now I look back at it, nobody actually says this - only that there are "great (but unspecified) implications" for communication. Then it is left up to the audience to draw their own conclusions.

<sigh> Don't you love journalists?

I'm thinking I should collect the different "legal" FTL things together and do a pop-science paper.
Should we move the thread?
 
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  • #4
Simon Bridge said:
<sigh> Don't you love journalists?

I'm sick of scientific reporters making false claims that are published. For example, one reported that an experiment refuted any hidden-variable QM, but upon emailing the people who conducted the experiment, they said that was not the case.
 
  • #5
Yeah - always go to the actual paper, or prepublication.
Shame most people can't read these things.

I've been having fun coming up with a lay-description of this which does not scream "FTL communication" ... I settled for saying that the brightness of the beam varies, and it's the bright bit that the researchers are calling a pulse. It's this brightness-pulse that travels ftl - not the light itself.

It's still not great.
 
  • #6
StevieTNZ said:
I'm sick of scientific reporters making false claims that are published. For example, one reported that an experiment refuted any hidden-variable QM, but upon emailing the people who conducted the experiment, they said that was not the case.

Yes, I recall reading something similar to that. The title went something like " Could this be the end of quantum mechanics", I think it spoke of how a "quantum state cannot be interpreted statically" ( which turned out to be an unverified publication )
 
  • #7
ibysaiyan said:
Yes, I recall reading something similar to that. The title went something like " Could this be the end of quantum mechanics", I think it spoke of how a "quantum state cannot be interpreted statically" ( which turned out to be an unverified publication )

Nope, not that article. But I did read the one you mention. Did it turn out be unverified? Wow.
 
  • #8
I heard that the optical fiber slows the light down, so a sort of "imaginary photon" carries on in front at c. At some point, the real light needs to catch up the imaginary light, and the transition appears as if is FTL, even though it isn't really. Is that roughly right?
 
  • #9
Simon Bridge said:
So I'm betting there is some crucial info left out which makes the result more sensational sounding than it should be.

What did I miss?
You missed the meaning of the very words that you highlighted: "the group velocity of the pulse exceeds c." Had the article said something about the signal velocity of the pulse exceeding c, now that would have been Earth shattering. No such experiment has yet been performed, nor is one likely to ever be performed.

Suppose you aimed an extremely bright laser at the moon, bright enough to see the spot. Suppose the laser is mounted on a pivot so the spot can be maintained on one location or moved from location to location. Swivel the laser smoothly and the spot will appear to move rather than jump. Swivel the laser at even a moderate rotation rate (7.5 rpm) and the spot will move across the face of the Moon at faster than c. That superluminal spot is no more a violation of relativity than is that superluminal group velocity.
 
  • #10
Oh yeah - I was thinking of the group velocity a little more narrowly.
Of course, in this case the "group velocity" in question is in the direction the laser is pointing rather than transverse movement of the spot. Not quite the same effect.

(I was aware of the rotating source btw - there are pulsars which have odd effects by them as their beam sweeps FTL around a gas halo exciting the gas to emmission. I'm putting that badly...)

Off jetwaterluffy - that does not sound right: if you think how a water-wave behaves - the water itself does not move very fast or far but the wave can be quite a lot faster. A "pulse" on the surface of a lake is seen as a change in the relative height - you see a hump moving but it is different water in the hump at different places.

Now, if you have a stream of water, you can send a pulse along the stream faster than the water itself is traveling - so it would have a positive group velocity faster than the speed of water. You can also send the pulse back upstream so it has a negative group velocity.

Its like that only instead of a hump in height, the "hump" is the brightness (shown by the amplitude in the animation) of the beam, and the role of the water is played by the stream of photons.

Thing is I can just make a bit of the beam brighter by putting more photons into that bit - but if I do that, the bright bit still travels at the speed of the light it is made of. To set up a bright pulse traveling along the beam faster than the photons travel means being tricky with the interference between the different colors in the beam.

Also, I think, in the stream analogy, the signal velocity of the pulse is the same as the group velocity... but that's not the same as the light. Otherwise the analogy sounds good.
 
  • #11
I did find some reputable claims of FTL signal velocity:
eg http://www.nature.com/nature/journal/v429/n6987/full/nature02586.html ... it's been investigated since of course and that Nature reference is part of an ongoing discussion.

An accessible description comes from a conference:
Vanner M. (2009) Superluminal Pulse Propagation by Photonic Tunneling Presented at seminar: Recent progress in nanooptics and photonics (April 2, 2009). (Not letting me copy the link - so google it. Powerpoint and pdf.)

They are talking about optical tunneling - but this should be nice context for people who are interested in the neutrino thing and the general cut and thrust of scientific research.
Vanner points out that group velocity should not be confused with signal velocity and that quantum noise can mask part of the pulse making the data appear to say more than it does... he says these are (interpretation of data) mistakes in Nimtz.

Also found some sort of overview in J.Opt (2010) but they want US$80 for the full article.
Atomic media have played a major role in studies of fast light. One of their attractive features is the ability to manipulate experimental parameters to control the dispersive properties that determine the group velocity of a propagating light pulse. We give an overview of the experimental methods, based on both linear and nonlinear atom–light interaction, that have produced superluminal propagation in atomic media, and discuss some of the significant theoretical contributions to the issues of pulse preservation and reconciling faster-than-light propagation and the principle of causality. The comparison of storage of light, enhanced Kerr nonlinearity and efficient wave mixing processes in slow and fast light atomic media illustrates their common and distinct features.
... looks like what I want to see but too expensive.

There seem to be quite a few papers claiming FTL signal velocity, also claiming some theoretical framework where this does not violate causality. Not had a chance to sift through them more.
 
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  • #12
Well, a brief communication is not refereed in the manner an article is and neither are conference proceedings. The explanation Nimtz used is usually regarded as nonsense. All they do is a clever kind of pulse shaping which leads back to the group velocity discussion.

A more sensible approach to the same experiment carried out with single photons is given in:
A. M. Steinberg, P. G. Kwiat,R. Y. Chiao Measurement of the Single-Photon Tunneling Time, Physical Review Letters, 71, 1993,p. 708.
 

1. What is superluminal light propagation in optical fibres?

Superluminal light propagation refers to the phenomenon in which light travels faster than the speed of light in a vacuum, which is approximately 299,792,458 meters per second. This can occur in certain types of optical fibres, which are long, thin strands of glass or plastic used to transmit light signals over long distances.

2. How is superluminal light propagation possible?

Superluminal light propagation is made possible by a process called "anomalous dispersion," which occurs when the refractive index of the material through which light is passing changes with the frequency of the light. This can cause certain frequencies of light to travel faster than the speed of light in a vacuum, leading to superluminal propagation.

3. What are the potential applications of superluminal light propagation in optical fibres?

One potential application of superluminal light propagation is in the development of faster and more efficient communication systems. Superluminal light can carry information at a higher speed, allowing for quicker data transmission. It can also be used in the development of high-speed computing and data processing systems.

4. Are there any limitations to superluminal light propagation in optical fibres?

While superluminal light propagation has many potential applications, there are also limitations to its use. One limitation is that it can only occur under certain conditions, such as in specially designed optical fibres. Additionally, the superluminal speed is not infinite and is still limited by the material's refractive index.

5. How does superluminal light propagation differ from faster-than-light travel?

Superluminal light propagation refers to light traveling faster than the speed of light in a vacuum, but it does not violate the laws of physics or Einstein's theory of relativity. It is a localized effect that occurs within a specific material and is not the same as faster-than-light travel, which would involve breaking the fundamental laws of physics.

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