HomeArticlesHigh Volume Optic Loss Theory

High Volume Optic Loss Theory

The theory describes light pulse dynamics in optical fibers and explains how an interplay of noise, line imperfections and pulse collisions can lead to the deterioration of information in optical fiber lines. <?xml:namespace prefix = o ns = “urn:schemas-microsoft-com:office:office” /> It’s thought that the theory will help to enhance the performance necessary for high-speed optical […]

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    The theory describes light pulse dynamics in optical fibers and explains how an interplay of noise, line imperfections and pulse collisions can lead to the deterioration of information in optical fiber lines.

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    It’s thought that the theory will help to enhance the performance necessary for high-speed optical communication systems supporting CCTV, video on demand and ultra-broadband Internet, and the research has helped establish a new field of inquiry — the statistical physics of optical communications.

    Developed by Los Alamos scientists Michael Chertkov, Yeo-Jin Chung, Ildar Gabitov and Avner Peleg, the theory proposes that an understanding of the physics of signal propagation is important for evaluating and optimizing the performance of optical lines since the natural nonlinearity and disorder of optical fibers results in the corruption of signals traveling through the fiber which, in turn, can lead to information loss.

    The theory enables scientists to do a comparative analysis of different techniques for the suppression of these information outages. In addition to the theoretical advance, the team developed, and subsequently patented, a new technique called the pinning method that is capable of reducing the negative impact of optical fiber structural disorder and improving high-speed optical fiber system performance.

    Besides the Los Alamos scientists, other collaborators include Igor Kolokolov and <?xml:namespace prefix = st1 ns = “urn:schemas-microsoft-com:office:smarttags” />Vladimir Lebedev from Russia’s Landau Institute and Joshua Soneson from the University of Arizona in Tucson.

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