动力学系统中分岔与混沌现象产生的必要条件之一，就是该系统必须是非线性的。
The necessary condition of presenting bifurcation and chaos phenomena in dynamic systems is that the systems are nonlinear ones.
方法：应用非线性动力学的混沌与分形理论对正常受试者和患者的TMJ音进行分形分析。
Methods: fractal analysis of TMJ sounds in normal subjects and patients were done by the theory of chaos and fractal in nonlinear dynamics.
分析了裂纹转子在非线性涡动影响下的动力学行为，特别是系统响应的分叉与混沌特性。
A cracked rotor with nonlinear influences of whirl speed is investigated, with particular focus on the behaviors of bifurcation and chaos.
非线性动力学系统中混沌控制与同步的研究近年来引起了人们极大的关注。
This thesis is devoted to the study of chaos control and synchronization of forced Brusselators.
根据非线性动力学中的混沌理论设计了一种混沌序列密码，利用该序列密码与RSA公开密钥算法构造了一种新的混合密码体制。
In this paper, a new chaos stream cipher was proposed based on the chaos theory of nonlinear dynamics. Combining this stream cipher with RSA algorithm, we construct a new hybrid cryptosystem.
根据非线性动力学中的混沌理论设计了一种混沌序列密码，利用该序列密码与RSA公开密钥算法构造了一种新的混合密码体制。
In this paper, a new chaos stream cipher was proposed based on the chaos theory of nonlinear dynamics. Combining this stream cipher with RSA algorithm, we construct a new hybrid cryptosystem.
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