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cell to cell mapping
相关语句
  胞映射
     Cell to cell mapping method is a powerful tool for globally analyzing into nonlinear system.
     胞映射方法是对非线性系统进行全局分析的强有力工具。
短句来源
     By introducing cell to cell mapping method of global analysis and using a six variable nonlinear model, the influence of different perturbation within observational error on prediction is studied first in this paper.
     应用一个最大简化的6变量非线性模式,引入胞映射全局分析方法,研究初值误差范围内不同扰动对预报结果的影响。
短句来源
     The Global behaviour of a nonlinear mechanism with piece wise linearity is analysed by Cell to Cell Mapping method. There are 420,320 cells in analysis domain. The time history curves of the P 1 periodic motion and its domains of attraction are simulated by computer.
     利用胞映射法对具有分段线性非线性特征的弹簧摇床的周期运动稳定性进行了分析研究,分析域中胞的总数是420,320个,用计算机数值模拟出该系统的P-1周期运动的时间历程及相应的周期运动的吸引域。
短句来源
     For the prediction beyond the daily predictability limit, it is proved by using simple cell to cell mapping idea that mean value is predictable, and the quantitative result is obtained.
     气候系统存在最大可预报期限,对于超过逐日预报可预报期限后的预报,用胞映射思想证明了平均值的可预报性,并得到了定量的结果。
短句来源
     Based upon the theories of the Poincare Mapping and the Cell to Cell Mapping, a new method called APCM for global analysis of multidimensional nonlinear dynamical system is presented in this paper. It is more justifiable than primary Cell to Cell Mapping for the distribution of cells in the Cell Space and the logicality of algorithm, and more suitable for the problem of the nonlinear dynamical system which has large analyzed domain.
     在Poincaré映射及胞映射理论的基础上,提出了一种非线性动力系统全局分析的新方法——变胞胞映射法(APCM法),这种新方法改变了原胞映射法中胞在胞空间分布的不合理性及运算逻辑的不合理性,更适用于高维、大求解域非线性动力系统的求解。
短句来源
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  “cell to cell mapping”译为未确定词的双语例句
     Multivariable Fuzzy Sliding Mode Controller Design Using Fuzzy Cell to Cell Mapping Approach
     基于模糊穴的多变量模糊滑模控制器
短句来源
     The model transforms the point to point mapping to cell to cell mapping using the nonlinear dynamic equation of system and stochastic process theory, and considers period of time before evolution of system reaches to the limit probability distribution as the predictable time scale of system. The model eliminates the influences of error of initial conditions and dispersal on the evolution of system, so chaotic essence of system can be characterized more accurately which is also proved by the example.
     该模型基于系统的非线性动力学方程和随机过程理论 ,将点到点的映射转化成胞到胞的映射 ,以系统演化达到极限状态概率分布前的时段作为系统的可预测尺度 ,消除了初值观测误差和系统离散化对系统造成的影响 ,从而可以更精确地描述系统的混沌性本质。
短句来源
  相似匹配句对
     The Principle and Algorithm of Cell Mapping Theory
     胞映射基本理论与算法实现
短句来源
     CELL MAPPING METHOD IN NONLINEAR RANDOM VIBRATION
     非线性随机振动中的广义胞映射法
短句来源
     Cell to Gell Mapping and Drawing Method Research
     胞映射及其绘图方法
短句来源
     A Universal Logic Cell Mapping Tool for FPGA
     通用的FPGA逻辑单元映射工具
短句来源
     A Cell Mapping Method to Locate Strange Attractors
     确定奇怪吸引子的胞映射法
短句来源
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  cell to cell mapping
The stability of the fuzzy controller has been verified by applying the cell-to-cell mapping algorithm.
      
The controller stability is verified by using the so-called cell-to-cell mapping algorithm.
      
In order to verify the stability of the controller, the method of cell-to-cell mapping is applied.
      


In this paper, the general characteristics and the topological consideration of the global behavior of higher order non-linear dynamical systems and the characteristics of the application of cell-to-cell mapping method in these analysis are expounded. Specifically,the global analysis of asystem of two weakly coupled van der Pol oscillators using cell-to-cell mapping method is presented.

本文阐述高阶非线性动力系统全局分析和应用胞胞映射进行分析的一般特点,以及胞胞映射方法对于高阶系统全局分析的有效性;并具体进行了一个弱耦合van der Pol振荡系统的全局分析,确定系统具有两个稳定的极限环,并确定了整个四维空间被分为两个部分,这两部分分别是沿两个极限环运动的渐近稳定域(吸引域).

After the introduction of the concepts of the fuzzy partition of variable apace and that of the fuzzy cells, the fuzzy cell - to - cell mapping based model structure FCM- I for multivariable fuzzy systems is proposed in this paper. And then the identification and optimization algorithm of FCM- I model are given in detail. With FCM- I , the complexity of using fuzzy relational equation in modelling multivariable systems is greatly reduced. The applications of FCM- I to the real-world problems...

After the introduction of the concepts of the fuzzy partition of variable apace and that of the fuzzy cells, the fuzzy cell - to - cell mapping based model structure FCM- I for multivariable fuzzy systems is proposed in this paper. And then the identification and optimization algorithm of FCM- I model are given in detail. With FCM- I , the complexity of using fuzzy relational equation in modelling multivariable systems is greatly reduced. The applications of FCM- I to the real-world problems have proved the feasibility of the proposed approach.

本文在引入变量空间模糊划分及模糊穴的概念基础上,提出了基于模糊穴—穴映射的多变量模糊系统模型结构 FCM—I,并且详细地给出了 FCM—I 模型的辨识及优化方法。FCM—I 大大简化了用模糊关系方程为多变量系统建模的复杂性。实际的应用证明了本文提出方法的有效性。

Two methods,Galerkin's method and Cell-to-cell mapping method, are adopted in the solving of non-linear e-quation of ship rolling. The stability analysis is performed to the solution obtained by Galerkin's method. The ealculated results of the motion of "Yangtze Mouth Communications and supply ship" in regular waves are compared with experimental data. The agreement is generally satisfactory.

本文对横摇运动的非线性方程的求解引入两种方法:迦辽金法和Cell—to—Cell映射法。同时对迦辽金法求得的解进行了稳定分析。通过对“长江口交通补给船”在规则波的运动进行计算,并把结果与试验结果作了比较,总的说来还比较一致。

 
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