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- Continuum Theory and Dynamical Systems ? 连续统理论与动力系统
- Computer art generated from dynamical system. 动力系统产生的计算机图形艺术。
- We change the impact systems into a nonsmooth dynamical systems, we obtain criticalpoints using nonsmooth saddle point theorem which corresponding to our subharmonic solu-tions. 通过转化，我们将碰撞系统转化为一个非光滑动力系统，利用非光滑鞍点定理得到了一系列临界点，并证明此时我们所得的临界点就对应着原始模型的碰撞周期解。
- Since RNN inducts feedback, it is a nonlinear dynamical system. 由于递归神经网络引入反馈，所以它是一个非线性动力学系统。
- Infinite-Dimensional Dynamical Systems in Mechanics and Physics 2nd ed. 力学和物理学中的无限维动力系统第2版。
- Impaction is one of the important models in nonsmooth dynamical systems. 碰撞是非光滑动力系统中一个重要的模型。
- Every dynamic system needs continuous readjustment. 每一动态系统都需要不断地再调整。
- The effects of casing flexibility on the impact dynamics of a rotor/casing system are studied. 摘要挠性外壳对转子/外壳系统的冲击动态行为影响在本文中被提出。
- The issue of impulsive synchronization of chaotic dynamical systems is investigated. 摘要研究了混沌系统的脉冲同步问题。
- This paper presents a new method for generating colorful images with frieze symmetries from dynamical systems. 摘要 探讨了动力系统迭代生成具有平面带群对称性彩色图像的一种新方法。
- In this paper, some relations between stochastic and topological properties of dynamical systems are studied. 摘要本文讨论了动力系统的统计性质和动力性质的某些关系。
- Then Cell Dynamical Systems (CDS) algorithm for simulating image was applied to simulating the equation. 应用形态模拟的CDS算法,对推导的动力学方程进行了数值模拟。
- Application of Vibro Impact Broken Stone Piles to Soft Weak Foundation 振冲碎石桩在软弱地基中的应用
- Key words Random dynamical systems asymptotical compactness ${\Omega}$-limit set evolution system dissipativity. 本刊中 包含“随机动力系统;渐近紧;极限集;演化系统;耗散.
- W.Wu and L.O.chua,"A unified framework for synchrronization and control of dynamical systems" Int. 小弟刚刚接触混沌，在找一篇chua的文章，是发表在Int.
- Hypervelocity impact dynamics and spacecraft protection as an important part of hypervelocity impact technology, is reviewed in this paper. 摘要 概述了超高速撞击动力学的国内外研究背景；
- Chaos Theory is the qualitative study of unstable aperiodic behaviour in deterministic non-linear dynamical systems. 在确定性的非线性动态系统中，混沌理论是针对不稳定的非周期行为的量性研究。
- Finally, some numerical simulations are executed in the case of the different stiffness of the flexible beam, the effects of the structural flexibility on the system impact dynamics are investigated. 最后根据不同刚度下的柔性梁的动力学仿真计算,探讨了结构柔性对系统碰撞过程动力学行为的影响。
- A mechanical model of impact truing was set up based on the theory of impact dynamics and stress wave spreading, and stress distribution was described accurately. 以冲击动力学和应力波传播理论为基础，建立了冲击整形的力学模型，较为准确地描述了水泥环中的应力分布。
- Smoothing of trajectory imply that linear dynamical system is stochastic trajectory modeling. 轨迹平滑体现了线性动态系统的轨迹建模思想。
