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- Local Warehouse Physics- Classical Mechanics

Theory of Oscillators

by

Theory of Oscillators Cover

 

Synopses & Reviews

Publisher Comments:

Widely considered one of the classic books on nonlinear oscillators, this comprehensive volume offers a uniquely detailed and thorough discussion of an important branch of mathematics. Indeed, for mathematicians seeking the physical foundations of the theory of nonlinear oscillations, it is a veritable encyclopedia.

Translated from the Russian by F. Immirzi, this edition is especially faithful to the flavor and detail of the original works; the translation has been further edited and abridged by Professor W. Fishwick for maximum clarity and usefulness. In addition, there are many practical examples of the most detailed use of the theory, and although the many electrical circuits investigated use thermionic vacuum tubes rather than transistors, the methods demonstrated are applicable to all similar types of equations.

Ideal as a reference work for engineers and mathematicians with a strong interest in applications, this book will help professionals in the field become aware of the ways in which the phenomena they study can be physically realized or approximated. Abundant references, a full chapter devoted to commentary on more recent works, and an appendix outlining basic theorems of the theory of differential equations round out this comprehensive and important work.

Synopsis:

Detailed, thorough classic on linear systems, nonlinear conservative systems, dynamics systems, much more. Numerous examples. References.

Synopsis:

This classic offers detailed, thorough discussions of linear systems, nonlinear conservative systems, dynamic systems with a first-order differential equation, dynamic systems of the second order, much more.

Synopsis:

Widely considered one of the classic books on nonlinear oscillators, this comprehensive volume offers a uniquely detailed and thorough discussion of an important branch of mathematics. Contents include: Linear Systems, Non-Linear Conservative Systems, Dynamic Systems with a First Order Differential Equation, Dynamic Systems of the Second Order, Fundamentals of the Qualitative Theory of Differential Equations of the Second Order, Systems with a Cylindrical Phase Surface and many other topics. Introduction. Appendix. References. Index.

Table of Contents

TRANSLATION EDITOR'S NOTE

 PREFACE

CHAPTER I. CLASSIFICATION AND REDUCTION TO CANONICAL FORM OF SECOND ORDER PARTIAL DIFFERENTIAL EQUATIONS

CHAPTER II. EQUATIONS OF HYPERBOLIC TYPE

CHAPTER III. EQUATIONS OF PARABOLIC TYPE

CHAPTER IV. EQUATIONS OF ELLIPTIC TYPE

CHAPTER V. EQUATIONS OF PARABOLIC TYPE

CHAPTER VI. EQUATIONS OF HYPERBOLIC TYPE

CHAPTER VII. EQUATIONS OF ELLIPTIC TYPE

REFERENCES INDEX

Product Details

ISBN:
9780486655086
Other:
Andronov, A. A.
Author:
Khaikin, S. E.
Author:
Andronov, A. A.
Author:
Engineering
Author:
Vitt, A. A.
Publisher:
Dover Publications
Location:
New York :
Subject:
General
Subject:
Electronics - General
Subject:
Engineering - General
Subject:
Mechanics
Subject:
Technology
Subject:
Engineering
Subject:
Electricity
Subject:
Oscillators, electric
Subject:
Oscillations
Subject:
Mechanics - General
Subject:
Linear systems
Subject:
nonlinear conservative systems
Subject:
dynamic systems with a first-order differential equation
Subject:
Physics-Classical Mechanics
Subject:
dynamic systems with a first-order differential equat
Subject:
Ion
Copyright:
Edition Description:
Trade Paper
Series:
Dover Books on Electrical Engineering
Series Volume:
no. 12
Publication Date:
20111130
Binding:
Paperback
Language:
English
Illustrations:
Yes
Pages:
864
Dimensions:
8.5 x 5.38 in 1.88 lb

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Related Subjects

Science and Mathematics » Electricity » General Electronics
Science and Mathematics » Physics » Classical Mechanics

Theory of Oscillators New Trade Paper
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Product details 864 pages Dover Publications - English 9780486655086 Reviews:
"Synopsis" by , Detailed, thorough classic on linear systems, nonlinear conservative systems, dynamics systems, much more. Numerous examples. References.

"Synopsis" by ,
This classic offers detailed, thorough discussions of linear systems, nonlinear conservative systems, dynamic systems with a first-order differential equation, dynamic systems of the second order, much more.
"Synopsis" by ,
Widely considered one of the classic books on nonlinear oscillators, this comprehensive volume offers a uniquely detailed and thorough discussion of an important branch of mathematics. Contents include: Linear Systems, Non-Linear Conservative Systems, Dynamic Systems with a First Order Differential Equation, Dynamic Systems of the Second Order, Fundamentals of the Qualitative Theory of Differential Equations of the Second Order, Systems with a Cylindrical Phase Surface and many other topics. Introduction. Appendix. References. Index.

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