Titlebook: Wave Physics; Oscillations - Solit Stephen Nettel Textbook 2009Latest edition Springer-Verlag Berlin Heidelberg 2009 Oscillation.Wave.chaos

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Waves on Stretched Strings,ins with a derivation of the wave equation governing the vibrations of the string. As in Chap. 2 we divide the analysis into natural and driven motion. The natural motion is shown to consist of an infinite number of independent contributions, each contribution a so-called normal mode. Associated wit

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Electromagnetic Waves, equations, assumed to be familiar to the reader from introductory treatments, begins this chapter. Mathematical definitions and the physical significance of the vector operators of gradient, divergence, and curl are given. In the appendix to this chapter the reader will find proofs establishing the

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Light - Physical Optics, Refraction,(Chap. 6). In addition, in this chapter we analyze the propagation of EM waves in dielectrics, with the goal of understanding refraction and reflection at interfaces, the central phenomenon in geometric optics. The chapter begins with a discussion of the generation of light as the outcome of quantum

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Light - Physical Optics, Refraction,(Chap. 6). In addition, in this chapter we analyze the propagation of EM waves in dielectrics, with the goal of understanding refraction and reflection at interfaces, the central phenomenon in geometric optics. The chapter begins with a discussion of the generation of light as the outcome of quantum

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Wave Mechanics,rivation of Schroedinger‘s wave equation as motivated by the classical wave equations of Chaps. 3 and 4 follows. The three postulates of wave mechanics - that to every observable there corresponds an operator, that the only possible values which measurements can yield are the eigenvalues, and that a

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Nonlinear Waves on Water - Solitons,existence and description of solitons. In the last section we outline the method of inverse scattering for obtaining multi-soliton solutions. Thus, in Sect. 7.1 we develop the theory of gravity waves on incompressible fluids in the absence of nonlinearity. The picture that emerges is one where in de