Optical Fiber CommunicationsThe third edition of this popular text and reference book presents the fundamental principles for understanding and applying optical fiber technology to sophisticated modern telecommunication systems. Optical-fiber-based telecommunication networks have become a major information-transmission-system, with high capacity links encircling the globe in both terrestrial and undersea installations. Numerous passive and active optical devices within these links perform complex transmission and networking functions in the optical domain, such as signal amplification, restoration, routing, and switching. Along with the need to understand the functions of these devices comes the necessity to measure both component and network performance, and to model and stimulate the complex behavior of reliable high-capacity networks. |
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Page 323
... needed to establish a specified BER . This margin can then be allocated to connector , splice , and fiber losses , plus any additional margins required for possible component degradations , transmission - line impairments , or ...
... needed to establish a specified BER . This margin can then be allocated to connector , splice , and fiber losses , plus any additional margins required for possible component degradations , transmission - line impairments , or ...
Page 380
... needed for its realization . These components range in complexity from simple passive optical splitters or combiners to sophisticated tunable optical sources and wavelength filters . Before we look at the optical networks that can be ...
... needed for its realization . These components range in complexity from simple passive optical splitters or combiners to sophisticated tunable optical sources and wavelength filters . Before we look at the optical networks that can be ...
Page 481
... needed in the network is N1 = pN = kpk + 1 ( 12-18 ) Figure 12-18 illustrates a ( p , k ) = ( 2 , 2 ) ShuffleNet , where the ( k + 1 ) th column represents the completion of a trip around the cylinder back to the first column , as ...
... needed in the network is N1 = pN = kpk + 1 ( 12-18 ) Figure 12-18 illustrates a ( p , k ) = ( 2 , 2 ) ShuffleNet , where the ( k + 1 ) th column represents the completion of a trip around the cylinder back to the first column , as ...
Contents
Overview of Optical Fiber Communications | 1 |
Structures Waveguiding and Fabrication | 25 |
Structures Waveguiding and Fabrication | 26 |
Copyright | |
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Common terms and phrases
analog attenuation avalanche photodiode band bandwidth cable carrier channel cladding communication components connector core coupler coupling data rate dB/km density detector device dispersion EDFA effects electric emission emitting energy equation example factor fiber end fiber optic FIGURE frequency function gain given by Eq glass graded-index fiber IEEE InGaAs input laser diode lasing layer length Lett light Lightwave Tech loss material Mb/s modal modal noise modes modulation multimode fibers multiplexing n₁ node numerical aperture operating optical amplifiers optical fiber optical output optical power optical signal optical source output power parameter percent photodetector photon pin photodiode power level propagation pulse quantum efficiency Quantum Electron radius range receiver refractive index region semiconductor shown in Fig signal-to-noise ratio single-mode fibers spectral width splice star coupler step-index fiber temperature transmission transmitted values voltage wave wavelength