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This textbook provides a rigorous treatment of mechanical vibrations, tailored for engineering students and professionals. It begins with basic concepts of harmonic motion and single-degree-of-freedom systems, then progresses to damping, forced vibrations, and transient response. Later chapters address multi-degree-of-freedom systems, continuous systems, and vibration measurement and control. The authors emphasize both analytical methods and practical problem-solving, with clear derivations and engineering examples. Each chapter includes worked problems and end-of-chapter exercises to facilitate learning. The book balances classical theory with modern computational approaches, making it a valuable reference for courses in mechanical vibrations, structural dynamics, and related fields. It assumes prior knowledge of calculus, differential equations, and basic mechanics.
This book is ideal for undergraduate and graduate students in mechanical, civil, and aerospace engineering taking courses in mechanical vibrations or structural dynamics. It also serves as a useful reference for practicing engineers seeking to refresh their understanding of vibration analysis, and for researchers needing a solid theoretical foundation. Instructors can use it as a course text due to its structured progression and ample exercises. Readers should have a background in calculus, differential equations, and engineering mechanics.
- ✓ Comprehensive coverage of fundamental and advanced vibration topics
- ✓ Clear mathematical derivations supported by engineering examples
- ✓ Numerous solved problems and end-of-chapter exercises for practice
- ✓ Balanced treatment of analytical and practical aspects
- ✓ Suitable for both undergraduate and graduate level courses
- ✗ Assumes strong background in mathematics and mechanics
- ✗ Some topics may be too advanced for beginners
- ✗ Limited coverage of computational software applications
- ✗ No access to online resources or solutions manual
- ✗ Examples may not reflect latest industry practices
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