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New Way of Observing Light May Boost Info Content

Posted by Cliff on from the dance-of-the-photons dept.

md_seymour observes: "Today's Astronomy Picture of the Day from NASA has a description and image of light that can twist as well as spin, based on research from Miles Padgett and Johannes Courtial of the University of Glasgow. They and their colleagues have apparently been able to sort individual photons by their orbital angular momentum. Since this characteristic of the photon is able to take on an infinite number of values, it may be possible to pack much more information into a light beam."

11 of 39 comments (clear)

  1. we should harvest this new light to make: by theMerovingian · · Score: 2, Funny

    STAR FIBER!

    Star Fiber Router could be called the "X-wing"

    --
    "If you think you have things under control, you're not going fast enough." --Mario Andretti
  2. For practical use by Vaevictis666 · · Score: 2

    For practical use, we need to not only be able to generate photons with a desired spin. As it is, this is still useful for cryptography, but if we want to start packing each photon (on a fibre-optic line or something) with a base 64 value instead of a base 2 value (for example) we need to be able to reliably generate the photon with the correct spin out of the 64. But once that goes say hello to cheaper internet speeds :)

    1. Re:For practical use by Yazeran · · Score: 2, Informative

      For practical use, we could use it's quirkyness to see earth sized planets orbiting stars without building monsterous interferometers.

      Sorry nope. This would do us no good in detecting planets at interstellar distances. First of all, you still need large interferometers (or mirrors) to resolve small angular distances (read planetary orbits at interstellar distances). Secondly, ordinary light (from stars and planets etc. is randomly polarised and the orbital angular momentum would be distributed randumly according to some statistical energy distribution function (there are several and i don't know enough quantum physics to tell which one). Therefore the orbital angular mmentum would not carry any information. You need lasers or similar stuff to encode the angular momentum with information, natural light does not work.

      Yours Yazeran

      Plan: To go to mars one day with a hammer.

  3. Some light humour :) by stjobe · · Score: 3, Funny

    Measuring the orbital angular momentum of single photons is a "brilliant" achievement, says Keith Burnett of the University of Oxford.

    Not that I understand one bit of what they're talking about, though :)

    --
    "Total destruction the only solution" - Bob Marley
  4. infinite? by Tom7 · · Score: 2, Redundant

    Since this characteristic of the photon is able to take on an infinite number of values,

    Not really though, right? Such values are discretized in the sense that the Planck length discretizes distance, right?

    1. Re:infinite? by Anonymous Coward · · Score: 2, Informative

      There's an infinite number because any integer multiple of the base value is possible.

      To use your parallel, Planck length places a bound on fractions of 1 meter, but not on multiples of 1 meter.

    2. Re:infinite? by omega_cubed · · Score: 2, Informative

      Yes, actually an infinite number of values. The same way that the integers in discrete, but infinite in number.

      --
      Engineers also speak PDE, only in a different dialect.
  5. No. by Anonymous Coward · · Score: 4, Informative

    No, they're different.

    Take a beam of circularly-polarized light (without orbital-angular-momentum), freeze time in your imagination, and look at the E-field vectors along the beam. The E-field vectors all point in the same direction. Over time they rotate around the beam axis -- that's what circular polarization means -- but the E-field-vectors are always aligned along the entire length of the beam.

    Now instead imagine a beam of light with orbital-angular-momentum, and again freeze the beam in your imagination. Now the E-field vectors make a helix along the beam.

    You get circularly polarized light by passing a beam through a polarizer and quarter-wave plate. You get light with orbital angular momentum by spinning the light source around the beam axis.

  6. A bit more information from Scientific American by UnknowingFool · · Score: 4, Informative

    There's a short article about this property of light in this month's edition of Scientific American. Apparently this propery isn't new but rather largely ignored.

    --
    Well, there's spam egg sausage and spam, that's not got much spam in it.
  7. scientific american article by mdmarkus · · Score: 2

    Scientific American has this article as well. I admit, i'm still scratching my head over it after reading it when i got the paper version last month...

  8. Total energy and mass? by stonewolf · · Score: 3, Interesting


    Is orbital angular momentum (OAM) a bit of energy added to the photon, or is it just a redistribution of the "normal" energy of the photon? If it is a redistribution then does a photon with OAM have a different wavelength than a photon with the same energy but no OAM?

    Does generating a photon with OAM transfer angular momentum from the generator to the photon? That is does emitting an OAM beam cause the source to spin?

    Many questions that boggle my mind.

    Stonewolf