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Wave Physics [electronic resource] :Oscillations - Solitons - Chaos / by Stephen Nettel.

by Nettel, Stephen [author.]; SpringerLink (Online service).
Material type: materialTypeLabelBookPublisher: Berlin, Heidelberg : Springer Berlin Heidelberg, 2009.Edition: 4.Description: online resource.ISBN: 9783540879084.Subject(s): Physics | Mechanics | Engineering | Physics | Complexity | MechanicsOnline resources: Click here to access online
Contents:
Mathematical Foundation for Wave Physics -- Oscillations of Mechanical and Electrical Systems -- Waves on Stretched Strings -- Electromagnetic Waves -- Light - Physical Optics, Refraction -- Wave Mechanics -- Nonlinear Waves on Water - Solitons -- Nonlinear Phenomena - Chaos.
In: Springer eBooksSummary: This textbook is intended for those second year undergraduates in science and engineering who will later need an understanding of electromagnetic theory and quantum mechanics. The classical physics of oscillations and waves is developed at a more advanced level than has been customary for the second year, providing a basis for the quantum mechanics that follows. In this new edition the Green's function is explained, reinforcing the integration of quantum mechanics with classical physics. The text may also form the basis of an "introduction to theoretical physics" for physics majors. The concluding chapters give special attention to topics in current wave physics: nonlinear waves, solitons, and chaotic behavior.
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Mathematical Foundation for Wave Physics -- Oscillations of Mechanical and Electrical Systems -- Waves on Stretched Strings -- Electromagnetic Waves -- Light - Physical Optics, Refraction -- Wave Mechanics -- Nonlinear Waves on Water - Solitons -- Nonlinear Phenomena - Chaos.

This textbook is intended for those second year undergraduates in science and engineering who will later need an understanding of electromagnetic theory and quantum mechanics. The classical physics of oscillations and waves is developed at a more advanced level than has been customary for the second year, providing a basis for the quantum mechanics that follows. In this new edition the Green's function is explained, reinforcing the integration of quantum mechanics with classical physics. The text may also form the basis of an "introduction to theoretical physics" for physics majors. The concluding chapters give special attention to topics in current wave physics: nonlinear waves, solitons, and chaotic behavior.

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