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self organizing criticality
相关语句
  自组织临界性
     These exact analytical results not only provide basic physical understanding of self organizing criticality and phase transition behavior in traffic flow complex systems,but also present directive value for the information management and real traffic controlling of high way transportation systems.
     这些精确解析结果的获得既对于交通流复杂系统的自组织临界性和相变行为提供了基本的物理理解 ,又对于高速公路实际交通运输的信息管理和控制具有指导意义 .
短句来源
  相似匹配句对
     Outline for Self organizing Methodology
     自组织方法论论纲
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     Self-organizing Information of Life
     生命自组织信息
短句来源
     ASIAN CRITICALITY
     亚洲的重要性
短句来源
     Criticality in between China and the West
     批评的演化:中国与西方的交流
短句来源
     Criticality Analysis on Environmental System
     环境系统的临界性分析
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The important developments in condensed matter physics in recent years are surveyed and illustrated with a number of examples. Part HI is mainly concerned with the small systems and some nonlinear problems in condensed matter. The topics treated include:quantum coherence and electron transport in mesoscopic systems, magic numbers and shell structures of clusters, phase transition-like behaviors of Coulomb clusters in ion-traps, devil's staircase, self-organized criticality and finally formation...

The important developments in condensed matter physics in recent years are surveyed and illustrated with a number of examples. Part HI is mainly concerned with the small systems and some nonlinear problems in condensed matter. The topics treated include:quantum coherence and electron transport in mesoscopic systems, magic numbers and shell structures of clusters, phase transition-like behaviors of Coulomb clusters in ion-traps, devil's staircase, self-organized criticality and finally formation and evolution of spatio-temporal patterns in nonequilibrium fluids.

本文综述凝聚态物理学近几年来的重要进展,列举了一些事例予以阐述。在第Ⅲ部分中涉及的主题为细小体系及凝聚态中的非线性现象。讨论的问题包括:介观系统中的量子相干性和电子输运,团簇的幻数和壳层结构,离子阱中库仑团簇的类相变行为,魔梯,自组织临界性和非平衡态流体中空时图样的形成与演化。

In this paper,nonlinear Dynamics begin with the motion laws of the pendulum.The principal con-cepts of nonlinear Dynamics such as chaos,attractor,Lyapunov exponent,fractal and sclf-organizedcriticality are discussed.The relations between different terms are reviewed:Chaos-homoclinio orbit-solitary wave-turbulence-self-organized criticality.These provide clues for further study of nonlinear Dynamics.

我们从单摆运动规律入手论述非线性动力学.有关非线性动力学的一些概念如混沌、吸引子、分形、Lyapunov 指数和自组织临界性等都作了讨论,并且评论了混沌和同宿轨道,同宿轨道和孤波,孤波和湍流.湍流和自组织临界性之间的关系.这些为进一步研究非线性动力学提供了线索.

On the basis of the heat-diffusivity equation for landform evolution, and allowing for the desirable ingredients for describing the landform evolution: It's translationally invariant; it does not has the symmetry; and it's a nonlinear progress, the writers have a new nonlinear differential equation to discribe it. The equatoom has a fractal scaling behavior,and is shown to be related to the problem of converge. In this paper, we show the frequency-sise distribution of converge is a natural generaliza- tion of...

On the basis of the heat-diffusivity equation for landform evolution, and allowing for the desirable ingredients for describing the landform evolution: It's translationally invariant; it does not has the symmetry; and it's a nonlinear progress, the writers have a new nonlinear differential equation to discribe it. The equatoom has a fractal scaling behavior,and is shown to be related to the problem of converge. In this paper, we show the frequency-sise distribution of converge is a natural generaliza- tion of the log-normal distribution,and so do the paths of converge. The asymptotic form of the distri- bution is D (P)~1/P, with the power spectal density 1/f, is implicated in self-organized criticality (SOC). The concept of SOC provides a possible new way of the studies on converge.

从地貌发育的热扩散方程出发,考虑发育过程中的不可逆性和非线性特征,得到一个新的非线性微分方程。它遵循分形标度关系,并且与汇流过程密切联系。通过分析解的构成,证实汇流频次、汇流路径皆满足对数正态分布。在近似条件下,汇流过程表现出1/f噪声的时间效应,标志着它的自组织临界性,从而为研究汇流提供一种新的理论工具。

 
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