Solved Problems in Nonlinear Oscillations by Zeng He, Wen Jiang, Lin Wang

Book Contents :-
1. Problem List 2. Conservative Single-Degree-of-Freedom Systems 3. Nonconservative Single-Degree-of-Freedom Systems 4. Forced Oscillations of Systems Having a Single Degree of Freedom 5. Parametrically Excited Systems 6. Systems Having Finite Degrees of Freedom 7. Continuous Systems 8. Traveling Waves

About this book :-
"Solved Problems in Nonlinear Oscillations: A Source Book for Scientists and Engineers" by Zeng He, Wen Jiang, and Lin Wang is a practical problem-based book designed to help readers understand nonlinear vibration theory through worked examples. Instead of focusing only on theory, the book explains concepts by solving real mathematical problems step by step, making complex ideas easier to grasp. The book covers a wide range of topics in "nonlinear dynamics", including free and forced oscillations, damping, resonance, stability, and multi-degree-of-freedom systems. Each problem is clearly explained, often supported by graphs and numerical results, helping readers connect equations with physical behavior. This approach is especially useful for graduate students and engineers who learn best through examples. Overall, the book serves as a strong learning companion for courses in applied mechanics and vibration analysis. It helps readers build confidence in using "analytical methods" and computational tools to solve real oscillation problems. By emphasizing "solved problems", the book bridges theory and practice in a clear and effective way.

Book Detail :-
Title: Solved Problems in Nonlinear Oscillations by Zeng He, Wen Jiang, Lin Wang
Publisher: Springer
Year: 2025
Pages: 969
Type: PDF
Language: English
ISBN-10 #: 9819761123
ISBN-13 #: 978-9819761128
License: CC BY 4.0
Amazon: Amazon

About Author :-
The author Zeng He is a researcher and educator specializing in "nonlinear dynamics" and vibration theory. His work focuses on explaining complex oscillatory behavior through clear mathematical methods and practical problem solving for engineering systems. Wen Jiang and Lin Wang contribute expertise in "applied mechanics" and "nonlinear oscillations", combining analytical and computational approaches. Together, the authors provide strong insight into vibration modeling, stability analysis, and real-world engineering applications.

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