Preface
The first generation of fiber-optic communication systems debuting in 1980 operated at a meager bit rate of 45 Mb/s and required signal regeneration every 10 km or so. However, by 1990 further advances in lightwave technology not only increased the bit rate to 10 Gb/s (by a factor of 200) but also allowed signal regeneration after 80 km or more. The pace of innovation in all fields of lightwave technology only quickened during the 1990s, as evident from the development and commercialization of erbium-doped fiber amplifiers, fiber Bragg gratings, and wavelength-division-multiplexed lightwave systems. By 2001, the capacity of commercial terrestrial systems exceeded 1.6 Tb/s. At the same time, the capacity of transoceanic lightwave systems installed worldwide exploded. A single transpacific system could transmit information at a bit rate of more than 1 Tb/s over a distance of 10,000 km without any signal regeneration. Such a tremendous improvement was possible only because of multiple advances in all areas of lightwave technology. Although commercial development slowed down during the economic downturn that began in 2001, it was showing some signs of recovery by the end of 2004, and lightwave technology itself has continued to grow. The primary objective of this two-volume book is to provide a comprehensive and up-to-date account of all major aspects of lightwave technology. The first volume, subtitled Components and Devices, is devoted to a multitude of silica- and semiconductor-based optical devices. The second volume, subtitled Telecommunication Systems, deals with the design of modern lightwave systems; the acronym LT1 is used to refer to the material in the first volume. The first two introductory chapters cover topics such as modulation formats and multiplexing techniques employed to form an optical bit stream. Chapters 3 through 5 consider the degradation of such an optical signal through loss, dispersion, and nonlinear effects during its transmission through optical fibers and how they affect the system performance. Chapters 6 through 8 focus on the management of the degradation caused by noise, dispersion, and fiber nonlinearity. Chapters 9 and 10 cover the engineering issues related to the design of WDM systems and optical networks. This text is intended to serve both as a textbook and a reference monograph. For this reason, the emphasis is on physical understanding, but engineering aspects are also discussed throughout the text. Each chapter also includes selected problems that can be assigned to students. The book's primary readership is likely to be graduate students, research scientists, and professional engineers working in fields related to lightwave technology. An attempt is made to include as much recent material as possible so that students are exposed to the recent advances in this exciting field. The reference section at the end of each chapter is more extensive than what is common for a typical textbook. The listing of recent research papers should be helpful to researchers using this book as a reference. At the same time, students can benefit from this feature if they are assigned problems requiring reading of the original research papers. This book may be useful in an upper-level graduate course devoted to optical communications. It can also be used in a two-semester course on optoelectronics or lightwave technology. A large number of persons have contributed to this book either directly or indirectly. It is impossible to mention all of them by name. I thank my graduate students and the students who took my course on optical communication systems and helped improve my class notes through their questions and comments. I am grateful to my colleagues at the Institute of Optics for numerous discussions and for providing a cordial and productive atmosphere. I thank, in particular, Renè Essiambre and Qiang Lin for reading several chapters and providing constructive feedback. Last, but not least, I thank my wife Anne and my daughters, Sipra, Caroline, and Claire, for their patience and encouragement. Govind P. Agrawal Rochester, NY |
Chapter 9.5.2 - Use of Raman Amplification
9.5.2 Use of Raman AmplificationThe nonlinear effects can also be controlled to some extent by using a distributed amplification scheme. This issue has been discussed in Section 6.6 in the context of single-channel systems. As was seen there, the use of Raman amplification allows one to obtain the same value of the Q factor at much lower values of the launch powers by lowering the level of accumulated noise. As one may expect, a lower launch power also helps in reducing the interchannel XPM effects in WDM systems. Indeed, the use of Raman amplification has become quite common for modern WDM systems [114]-[119]. There is a second reason why Raman amplification may help in reducing the XPM-induced timing jitter. Its use helps to make peak-power variations along the link much less drastic than those occurring when lumped amplifiers are used. As a result, the function p(z) appearing in Eq. (9.4.10) becomes nearly constant and can be pulled out of the integral. If the collision of two pulses belonging to neighboring channels is complete in a fiber section with constant values of the dispersion and nonlinear parameter, the XPM-induced frequency shift vanishes, and no temporal shift is produced by such collisions. Several experiments have shown that distributed Raman amplification can be used to transmit a large number of channels with a relatively small channel spacing. Such systems are referred to as superdense or ultradense WDM systems. In a 2000 experiment, 100 channels, each operating at 10 Gb/s and spaced by only 25 GHz from the neighboring channels, were transmitted over 320 km of dispersion-shifted fiber [114]. Figure 9.20 shows the experimental setup schematically. Link losses were compensated every 80 km through distributed Raman amplification using a backward pumping configuration. It was necessary to employ the technique of forward error correction (FEC) to ensure a BER of <10-9. Because of a 25-GHz channel spacing, the entire WDM signal could fit in the wavelength range of 1,540 to 1,560 nm. The zero-dispersion wavelength of the dispersion-shifted fiber was near 1,550 nm, indicating that the dispersion was relatively low for all channels. Indeed, it was not necessary to compensate dispersion over the 320-km length.
Figure 9.20: Schematic of experimental setup used to transmit 100 channels over 320 km with 25-GHz channel spacing. A Raman-pumping unit (RPU) compensates fiber losses every 80 km. FEC: forward error correction; LN: lithium niobate modulator, PC: polarization controller; OTF: optical tunable filter; Rx: optical receiver. (After Ref. [114]; ©2000 IEEE.)
Figure 9.21: (a) Optical spectrum and (b) measured Q factors after 320 km for the 100-channel WDM system. The dotted line shows the Q value required to maintain a BER below 10-12 with FEC. (After Ref. [114]; ©2000 IEEE.)
Figure 9.22: Measured (a) system margin and (b) power penalties after 1,600 km as a function of channel wavelengths for two values of launched power/channel for a 64-channel WDM system with 2.56-Tb/s capacity. (After Ref. [118]; ©2004 IEEE.) |
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