Page 258 - Optical Communications Essentials
P. 258

Performance Impairments



          248  Chapter Fifteen


                       result is that a pulse spreads out progressively as it travels along a link. This
                       spreading leads to interference between adjacent pulses (called intersymbol
                       interference) and may limit the distance a pulse can travel. The three main
                       types of dispersion are modal dispersion, chromatic dispersion, and polariza-
                       tion mode dispersion.
                        Modal dispersion occurs only in multimode fibers in which each mode travels
                          at a different velocity. Multimode fibers are used mainly for short-distance
                          communications (such as local-area networks) since modal dispersion
                          limits the link length. See Chap. 4 for more details on this effect.
                        Chromatic dispersion originates from the fact that each wavelength travels at
                          a slightly different velocity in a fiber. Two factors contribute to chromatic
                          dispersion, as Sec. 15.2 describes. Whether one implements high-speed
                          single-wavelength or WDM networks, this effect can be mitigated by the
                          use of various dispersion compensation schemes.
                        Polarization mode dispersion (PMD) arises in single-mode fibers because the
                          two fundamental orthogonal polarization modes in a fiber travel at slightly
                          different speeds owing to fiber birefringence. This effect cannot be
                          mitigated easily and can be a very serious impediment for links operating
                          at 10Gbps and higher.
                        ■ Nonlinear effects, which arise at high power levels because both the attenu-
                         ation and the refractive index depend on the optical power in a fiber. The
                         nonlinear processes can be classified into the following two categories:
                         Nonlinear inelastic scattering processes, which are interactions between
                           optical signals and molecular or acoustic vibrations in a fiber
                         Nonlinear variations of the refractive index in a silica fiber that occur because
                           the refractive index is dependent on intensity changes in the signal
                        ■ Nonuniform gain across the desired wavelength range of optical amplifiers
                         in WDM links. This characteristic can be equalized over the desired wave-
                         length range by techniques such as the use of grating filters or variable opti-
                         cal attenuators (VOAs), as described in Chap. 10.
                        ■ Reflections from splices and connectors that can cause instabilities in laser
                         sources. These can be eliminated by the use of optical isolators.

                        When any of these dispersion or nonlinear effects contribute to signal impair-
                      ment, there is a reduction in the signal-to-noise ratio (SNR) of the system from
                      the ideal case. This reduction in SNR is known as the power penalty for that
                      effect, which generally is expressed in decibels.



          15.2. Chromatic Dispersion
                      The index of refraction of silica varies with wavelength; for example, it ranges
                      from 1.453 at 850nm to 1.445 at 1550nm. Furthermore, as described in Chap. 6,
                      a light pulse from an optical source contains a certain slice of wavelength
                      spectrum. For example, a modulated laser diode source may emit pulses that


                 Downloaded from Digital Engineering Library @ McGraw-Hill (www.digitalengineeringlibrary.com)
                            Copyright © 2004 The McGraw-Hill Companies. All rights reserved.
                              Any use is subject to the Terms of Use as given at the website.
   253   254   255   256   257   258   259   260   261   262   263