Vibration Problems in Engineering
by: W. Weaver, S. P. Timoshenko, D. H. Young
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Book Description -- The Fifth Edition of this classic work retains the most useful portions of Timoshenko's book on vibration theory and introduces powerful, modern computational techniques. The normal mode method is emphasized for linear multi-degree and infinite-degree-of-freedom systems and numerical methods dominate the approach to nonlinear systems. A new chapter on the finite-element method serves to show how any continuous system can be discretized for the purpose of simplifying the analysis. Includes revised problems, examples of applications and computer programs.
A great textbook - In this updated version of Timoshenko's classical vibration book, it seems Weaver's role is generally bounded by only rearranging the topics to a more clear form that makes the book easier to read. Though he introduced some numerical techniques, especially for nonlinear systems and a new chapter on the finite element formulation of vibration problems, these can't be considered as noticeable additions. An introduction covering a historical review and telling the "meaning" and "results" of vibration is still missing and the exclusion of some topics, which were taking place in the previous prints, is a great fault. The writer might consider them as special topics that doesn't interest the average reader (such as the vibration of ship hulls) but who can say that Lagrange's equation is a special topic? Of course all these are only little critics that can never lower the great value of this comprehensive textbook. It covers nearly all aspects of the vibration phenomenon with various examples and is a "must" for an engineering student.
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