Intended for use in one/two-semester introductory courses in vibration for undergraduates in Mechanical Engineering, Civil Engineering, Aerospace Engineering and Mechanics. This text is also suitable for readers with an interest in Mechanical Engineering, Civil Engineering, Aerospace Engineering and Mechanics. Serving as both a text and reference ...
Intended for use in one/two-semester introductory courses in vibration for undergraduates in Mechanical Engineering, Civil Engineering, Aerospace Engineering and Mechanics. This text is also suitable for readers with an interest in Mechanical Engineering, Civil Engineering, Aerospace Engineering and Mechanics. Serving as both a text and reference manual, Engineering Vibration, 4e, connects traditional design-oriented topics, the introduction of modal analysis, and the use of MATLAB, Mathcad, or Mathematica. The author provides an unequaled combination of the study of conventional vibration with the use of vibration design, computation, analysis and testing in various engineering applications.
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Used-Good. This book is in good condition. All pages are intact, there are no tears to the book and the book is nice and clean. The pages might be slightly dog eared through previous use and textbooks might have a small amount of highlighting but nothing which will obstruct getting the maximum out of the book. Customers are protected by 100% refund guarantee if they are not happy.
I picked up this book because I am working on a project that involves vibration and this book was recommended by one of my professors. It is a great book and starts from the bare basics and slowly builds an understanding in the reader that will allow them to design systems with vibration control in mind.
One thing that I really liked about this book was that it provides "windows" to things that were covered earlier in the book. These serve as refreshers and allow the reader to better understand what is about to be covered.
The math can get pretty heavy in this book and I would recommend it to people who have taken a course in differential equations.
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