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Berlin, Germany; 2007. 71. Spinnler B, Hauske FN, Kuschnerov M. Adaptive equalizer complexity in coherent optical receivers. In: Eur. Conf. Opt. , paper no. 4. Brussels, Belgium; 2008. 72. Shieh W, Yi X, Ma Y, Yang Q. Coherent optical OFDM: Has its time come? [Invited]. J Opt Networking 2008;7:234–55. 73. Gitlin R, Hayes JF, Weinstein SB. Data Communications Principles. New York: Plenum; 1992. 74. Hara S, Prasad R. Multicarrier Techniques for 4G Mobile Communications. Boston: Artech House; 2003.

In: Kaminow IP, Li T, Willner AE, editors. Optical Fiber Telecommunications V: B: Systems and Networks. New York: Academic Press; 2008. 22. Liu X, Gill DM, Chandrasekhar S. Optical technologies and techniques for high bit rate fiber transmission. Bell Labs Technical J 2006;11:83–104. 23. Maiman TH. Stimulated optical radiation in ruby. Nature 1960;187(4736):493–4. 24. Kao KC, Hockman GA. Dielectric-fiber surface waveguides for optical frequencies. Proc IEEE 1966;113:1151–8. 25. Kazovsky L. Multichannel coherent optical communications systems.

3c shows insertion of a cyclic prefix by cyclic extension of the OFDM waveform into the guard interval, DG . 3c, the waveform in the guard interval is essentially an identical copy of that in the DFT window, with time shifted forward by ts. 3d shows the OFDM signal with the guard interval upon reception. Let us assume that the signal has traversed the same dispersive channel, and the same DFT window is selected containing a complete OFDM symbol for the fast subcarrier waveform. 3d that a complete OFDM symbol for the slow subcarrier is also maintained in the DFT window because a proportion of the cyclic prefix has moved into the DFT window to replace the identical part that has shifted out.

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Applied optics and optical engineering,Vol.III by R et al Kingslake


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