羅朝俊、俞波著的《繩索馳振到混沌(英文版)(
精)》通過兩自由度非線性振子、並基於有限傅裡葉
級數的解析方法，首次給出了流體誘導繩索馳振的解
析解。此有限傅裡葉級數法提供了非線性繫統從時域
到頻域的非線性變換，從而應用頻幅特征來確定非線
性繫統的動力學行為。根據其解析解，展示馳振繩索
的周期運動到混沌的解析分岔道路。本書提供了解決
工程中流體誘導振動的解決方法，可幫助人們更好地
理解例如飛機、橋梁、高層建築、換熱器管道、高壓
電纜線中的流體誘導振動。

1 Introduction
1.1 Analytical Methods
1.1.1 Traditional Methods
1.1.2 Generalized Harmonic Balance
1.2 Galloping Phenomena
1.2.1 A Brief History cf Galloping Modeling
1.2.2 Mathematical Modeling
1.2.3 Aerodynamic Force and Moment
1.3 Book Layout
References
2 Nonlinear Dynamical Systems
2.1 Continuous Systems
2.2 Equilibriums and Stability
2.3 Bifurcation and Stability Switching
2.3.1 Stability and Switching
2.3.2 Bifurcations
References
3 Analytical Methods
3.1 Periodic Motions
3.2 Quasiperiodic Motions
References
4 A Quadratic Nonlinear Oscillator
4.1 Analytical Period-m Motions
4.2 Analytical Bifurcation Trees
4.3 Numerical Illustrations
References
5 Two-Degree-of-Freedom Nonlinear Oscillators
5.1 Analytical Solution Formulation
5.2 Frequency-Amplitude Characteristics
5.3 Numerical Simulations
References
6 Linear Cable Galloping
6.1 Analytical Period-1 Motions
6.2 Frequency-Amplitude Characteristics
6.3 Numerical Simulations and Comparisons
References
7 Nonlinear Cable Galloping
7.1 Analytical Period-m Motions
7.2 Analytical Bifurcation Trees
7.3 Numerical Illustrations
References
Appendix A: Coefficients for Cable Galloping
Index