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Titlebook: Optical Solitons in Fibers; Akira Hasegawa Textbook 19902nd edition Springer-Verlag Berlin Heidelberg 1990 Faseroptik.Glasfaseroptik.Optik

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楼主: Causalgia
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Envelope of a Light Wave,In this chapter we describe a mathematical formulation of a wave envelope in a nonlinear dispersive medium, and in a glass fiber.
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Envelope Solitons,In this chapter we describe various properties of envelope solitons.
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Other Applications of Optical Solitons,In addition to its application in optical communication systems, the soliton phenomenon can be used for many other purposes. In this chapter we give some examples of the uses of the soliton phenomenon.
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Influence of Higher Order Terms,In this chapter we discuss the influence of the higher order terms in the nonlinear Schrödinger equation on soliton propagation in a fiber. In particular, we consider the effect of the self-induced Raman effect on soliton transmission.
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Modulational Instability,A continuous wave in the anomalous dispersion regime is known to produce modulational instability. Modulation in frequency and amplitude grows exponentially. This process is discussed in this chapter.
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Springer-Verlag Berlin Heidelberg 1990
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Introduction,overed in almost all areas of physics. Approximately one hundred different types of nonlinear partial differential equations have been found to have soliton, or soliton-like solutions mathematically. The definition of a soliton has also expanded from a narrowly defined one which refers to a localize
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Solitons in Optical Fibers,a real three-dimensional fiber, the light wave propagates with finite loss. In this chapter, we discuss the practical conditions needed for an optical pulse to become a soliton in a dielectric waveguide.
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Dark Solitons, of wavelengths, the portion without light, which is produced by chopping a continuous light wave, is known to form a soliton. Such a soliton solution is often called a dark soliton. We present here the theoretical and experimental properties of a dark soliton.
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