Textbook of Mechanical Vibrations

This textbook covers the fundamentals and applications of mechanical vibrations and is useful for both undergraduate and postgraduate courses. It provides a concise and clear presentation of dynamics and vibrations including many examples to provide instant illustration and applications of the mathematical relations obtained. It contains self-explanatory sketches, graphs, and figures to curtail long text. Numerous illustrated examples, exercises, and problems at the end of each chapter serve as good sources to grasp the basic principles presented in the text. Review questions and sufficient problems have also been included at the end of each chapter with answer keys for self evaluation. This textbook can also be used as a reference book by researchers and professionals interested in vibrations.

Consists concise and clear presentation of theoretical contents Contains number of solved examples for self-practice Covers the fundamentals and applications of mechanical vibration

Autorentext
Dr. Mahesh Chandra Luintel is currently a professor at the Department of Mechanical and Aerospace Engineering, Pulchowk Campus, Institute of Engineering, Tribhuvan University, Nepal. He obtained his B.E. (Mechanical Engineering) from the Pulchowk Campus, Institute of Engineering, Tribhuvan University, Nepal, and M.Tech. (Mechanical Engineering-Solid Mechanics) from the Indian Institute of Technology Kanpur, India, and Ph.D. from the Pulchowk Campus, Institute of Engineering, Tribhuvan University, Nepal. His major areas of research interests include mechanical vibration, finite element method, and rotor dynamics. He has authored three undergraduate text books: Fundamentals of Thermodynamics and Heat Transfer, Engineering Drawing I and Engineering Drawing II. He has published many papers in reputed international journals and conference proceedings. Dr. Luintel was the co-chair of the 17th VETOMAC, an international conference on Vibration Engineering and Technology ofMachinery, which was held in Kathmandu, Nepal, in December 2022.

Inhalt

Chapter 1. Basic Concepts of Vibration.- Chapter 2. Modelling of Components of a Vibrating System.- Chapter 3. Derivation of Equation of Motion of a Vibrating System.- Chapter 4. Response of a Single Degree of Freedom System.- Chapter 5. Response of a Two Degree of Freedom System.- Chapter 6. Response of a Multi Degree of Freedom System.- Chapter 7. Modelling and Response of Continuous System.- Chapter 8. Approximate Methods.