说明：  <胡海岩-应用非线性动力学>全书共分8章。第1章阐述非线性动力系统的理论与实验建模方法，第2章和第3章分别介绍单自由度自治系统的定性和定量分析方法，第4章和第5章侧重于分析单自由度非自治系统和多自由度系统的非线性动力学行为。第6章介绍非线性系统的运动稳定性及分叉理论。第7章阐述混沌现象及混沌的控制。第8章阐述如何运用数值方法分析非线性动力系统的行为，特别是系统的周期运动、分叉与混沌。书末附录阐述了如何借助计算机代数软件MAPLE分析非线性动力学问题。
(Book is divided into 8 chapters. Chapter 1 described the theory of nonlinear dynamic system modeling and experimental methods, Chapter 2 and Chapter 3, respectively, introduce a single degree of freedom autonomous system of qualitative and quantitative analysis methods, Chapter 4 and Chapter 5 focuses on the analysis of single-Freedom degree of non-autonomous systems and multi-degree-of-freedom nonlinear dynamic behavior. Chapter 6 of the introduction of nonlinear system stability and bifurcation theory of sport. Chapter 7 on the situation of chaos and chaos control. Chapter 8 on how to use numerical method analysis of nonlinear behavior of power systems, especially systems cycle exercise, bifurcation and chaos. Book at the end of the appendix describes how to use computer algebra software MAPLE analysis of nonlinear dynamics problem.)