An Introduction to Mechanical Vibrations. [Dynamics -- Periodic motion -- Energy methods -- Forced periodic motion -- Initial conditions and transient vibration -- Damping -- Damped forced vibrations -- Nonlinear vibration -- Two degrees of freedom -- Torsional vibration -- Discrete systems: Matrix methods -- Discrete systems: Finite elements -- Distributed systems -- Random vibration]

Steidel, Robert F., Jr.

ISBN 10: 0471084832 / ISBN 13: 9780471084839

Published by New York ; Chichester ; Brisbane ; Tornoto ; Singapore : John Wiley & Sons, 1979., 1979

About this Item

2nd edition, revised, 5th printing ; red cloth with ochre design and lettering ; name on front ep ; 400 pp. ; ISBN: 0471084832 ; clean ; VG.

Seller Inventory # 2077

Bibliographic Details

• Title: An Introduction to Mechanical Vibrations. [Dynamics -- Periodic motion -- Energy methods -- Forced periodic motion -- Initial conditions and transient vibration -- Damping -- Damped forced vibrations -- Nonlinear vibration -- Two degrees of freedom -- Torsional vibration -- Discrete systems: Matrix methods -- Discrete systems: Finite elements -- Distributed systems -- Random vibration]
• Publisher: New York ; Chichester ; Brisbane ; Tornoto ; Singapore : John Wiley & Sons, 1979.
• Publication Date: 1979
• Language: English
• ISBN 10: 0471084832
• ISBN 13: 9780471084839
• Binding: Hardcover
• Edition: 2nd Edition
• Condition: Very Good
• Book Type: Book
• Seller catalogs:
  • Catalog 78 - Sciences

About this title

Synopsis

This Third Edition of the well-received engineering text retains the clarity of exposition that made the previous editions so popular, and contains the most widely-used problem sets in the business. Approach to vibration analysis is clear, concise, and simple, backed up by a wealth of problems and examples. Multi-degree-of-freedom problems are well-prefaced with two-degree-of-freedom cases. There is a special treatment of damping, including non-viscous problems (standard texts make much use of viscous damping, but most practical examples are not viscous). Now includes an excellent development of Rayleigh's principle and an introduction to finite element vibration analysis. Contains 100 new problems.