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Image of Mechanical Vibrations

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Mechanical Vibrations

Schmitz,Tony L. - Personal Name; K. Scott Smith - Personal Name;

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Now in an updated second edition, this classroom-tested textbook describes essential concepts in vibration analysis of mechanical systems.The second edition includes a new chapter on finite element modeling and an updated section on dynamic vibration absorbers, as well as new student exercises in each chapter. It incorporates the required mathematics, experimental techniques, fundamentals of modal analysis, and beam theory into a unified framework that is written to be accessible to undergraduate students, researchers, and practicing engineers. To unify the various concepts, a single experimental platform is used throughout the text to provide experimental data and evaluation. Engineering drawings for the platform are included in an appendix. Additionally, MATLAB programming solutions are integrated into the content throughout the text.The book is ideal for undergraduate students, researchers, and practicing engineers who are interested in developing a more thorough understanding of essential concepts in vibration analysis of mechanical systems.


Presents a clear connection between continuous beam models and finite degree of freedom models;
Includes MATLAB code to support numerical examples that are integrated into the text narrative;
Uses mathematics to support vibrations theory and emphasizes the practical significance of the results.


Availability
Inventory Code Barcode Call Number Location Status
1908000340EB0000804620.112 3 Sch mCentral Library (OPAC)Available
Detail Information
Series Title
-
Call Number
620.112 3 Sch m
Publisher
Switzerland : Springer Cham., 2020
Collation
XII, 430p.:Ill
Language
English
ISBN/ISSN
978-3-030-52344-2
Classification
620.112 3
Content Type
Ebook
Media Type
-
Carrier Type
online resource
Edition
-
Subject(s)
Vibration
Specific Detail Info
-
Statement of Responsibility
BRF
Other version/related

No other version available

File Attachment
  • Mechanical Vibrations
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