Overview

Except for digressions in Chapters 8 and 17, this book is a highly unified treatment of simple oscillations and waves. The phenomena treated are ""simple"" in that they are de­ scribable by linear equations, almost all occur in one dimension, and the dependent variables are scalars instead of vectors or something else (such as electromagnetic waves) with geometric complications. The book omits such complicated cases in order to deal thoroughly with properties shared by all linear os­ cillations and waves. The first seven chapters are a sequential treatment of electrical and mechanical oscillating systems, starting with the simplest and proceeding to systems of coupled oscillators subjected to ar­ bitrary driving forces. Then, after a brief discussion of nonlinear oscillations in Chapter 8, the concept of normal modes of motion is introduced and used to show the relationship between os­ cillations and waves. After Chapter 12, properties of waves are explored by whatever mathematical techniques are applicable. The book ends with a short discussion of three-dimensional vii viii Preface problems (in Chapter 16), and a study of a few aspects of non­ linear waves (in Chapter 17).

Full Product Details

Author:   Ingram Bloch
Publisher:   Springer Science+Business Media
Imprint:   Kluwer Academic/Plenum Publishers
Edition:   1997 ed.
Dimensions:   Width: 15.50cm , Height: 1.90cm , Length: 23.50cm
Weight:   1.450kg
ISBN:  

9780306457210

ISBN 10:   0306457210
Pages:   318
Publication Date:   30 June 1997
Audience:   General/trade ,  General
Format:   Hardback
Publisher's Status:   Active
Availability:   In Print  
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Table of Contents

Undamped and Undriven Oscillators and LC Circuits. The Effect of Damping. Sinusoidally Driven Oscillators and Circuit Loops. Sums of Sinusoidal Forces or EMF's - Fourier Analysis. Integration in the Complex Plane. Evaluation of Certain Fourier Integrals - Causality, Green's Functions. Electrical Networks. Nonlinear Oscillations. Coupled Oscillators without Damping - Lagrange's Equations. Matrices - Rotations - Eigenvalues and Eigenvectors - Normal Coordinates. Some Examples of Normal Coordinates. Finite One-Dimensional Periodic Systems. Difference Equations. Infinite One-Dimensional Periodic Systems - Characteristic Impedance. Continuous Systems. Wave Equation. Lagrangian Density. Hamilton's Principle. Continuous Systems. Applied Forces. Interacting Systems. Other Linear Problems. Nonlinear Waves. Answers to Selected Problems. Index.

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