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,ter. The analysis is shown to be an instance of the systematic treatment of driven motion using Green‘s function techniques. The techniques are likewise applied to the problem of a stretched string driven from one end.

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Electromagnetic Waves,es, in analogy to a finite string with fixed ends. Again, carrying over from Chaps. 2 and 3 we have normal modes, natural motion, and, Problem 4.21, driven motion and resonance. Finally, we solve Maxwell‘s equations for the general case, i.e., with distributed sources, charge and current densities,

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Wave Mechanics,n 6.4 explores the wave-particle duality and indeterminism, and ends up by showing that these do not upset our notions of an orderly world. Section 6.5 develops the necessary aspects of the quantum physics of the harmonic oscillator, and, subsequently, the Green‘s function technique for treating the

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Nonlinear Waves on Water - Solitons,tudied in Sect. 7.3. This section begins with a description of the theory of . as applied to the solution of first order, nonlinear partial differential equations (pde). Subsequently, direct application of the method of characteristics to the pdes for nonlinear water waves leads to an understanding