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fractal growth
相关语句
  分形生长
    Analyzing theories, establishing growth models and simulating by computer then processing the simulated results is the most important means to investigate the physical origin of fractal growth at present.
    通过理论分析、建立模型并进行计算机模拟然后对计算机模拟得出的分形图象进行处理来研究分形生长的物理机制是目前用来研究分形生长最重要的方法。
短句来源
    In this paper, two kinds of growth which are most widely researched in fractal growth are cared: one is Diffusion-Limited Aggregation(DLA), the other is the Growth of Thin Films. Based on the classic theoretical models of this two growths , six improved models, built for more practical use, are presented: Diffusion and Reaction-Limited Fractal Aggregation with Finite Steps; DLA with Anisotropy Probability of Reaction;
    本文主要针对分形生长领域中两种最为广泛研究的生长:一是扩散置限聚集生长(DLA),二是薄膜生长,从这两种生长的经典理论模型出发,根据实际研究的需要建立了六种改进的模型:有限步扩散反应置限分形聚集模型、反应概率各向异性的DLA模型、扩散概率各向异性的DLA分形生长模型和旋转的DLA团簇分形生长模型;
短句来源
    There are several growth conditions in each model, and with computer simulating, the fractal growth morphologies under all kinds of growth conditions are presented. The fractal graphics of simulation are dealt with: the fractal dimensions of fractal growth in different conditions are calculated by different way. The advantageous results are also obtained in contrast with the fractal dimensions.
    各种模型中都设有一定的生长条件,对每一种模型都采用计算机模拟的方法得到这些生长模型在各种生长条件下的分形生长图象,然后对模拟得到的分形图形进行处理,处理的过程包括对由不同的生长模型得到的分形图形采用不同的方法求出它们的分形维数并比较各种不同生长条件下的生长图形的分数维从而得出各种有益的结论。
短句来源
    <Abstrcat>In this paper, the fractal theory and its applications are generalized ,a model for cluster-cluster aggregation and its dimension are introduced. A type of algorithm for simulating CCA fractal growth is provided,simulation and computation of dimension of the CCA fractal growth are carried out by using VC++6.0. The analysis and discussion are also conducted.
    概述了分形及其应用,介绍了团簇-团簇聚集(Cluster-ClusterAggregation)模型及其维数,给出了该模型的一种模拟分形生长算法,在VC++6.0下实现了CCA分形生长的模拟及维数计算,并对结果进行了分析和讨论。
短句来源
  “fractal growth”译为未确定词的双语例句
    APPLICATION OF COMPUTER SIMULATION TO THE STUDY OF FRACTAL GROWTH OF FLCOS
    计算机模拟技术在絮体分形成长研究中的应用
短句来源
    Simulation of the Root Growth by Using the Image and Fractal Growth Technology
    植物根系的分形及计算机模拟
短句来源
    THE COMPUTER SIMULATION OF ONE FRACTAL GROWTH AND ITS FRACTAL DIMENSION
    一个分形生长的计算机模拟及其维数
短句来源
    An explanation about the application of image and fractal growth technology in simulation of roots was described.
    基于计算机图像技术和分形理论 ,建立了植物根系分形度量的计算机模型 ,实现了对植物根系生长过程发育形态的计算机模拟。
短句来源
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  fractal growth
These cluster growth pathways were compared with the fractal growth mechanisms of colloidal particles.
      
The results for different stages of fractal growth within the first-order nonlinear approximation are found.
      
Theassembly of the individual parallelograms and aseries of glues and protecting groups appear toensure the fractal growth of the system in twodimensions.
      
The fractal growth of fatigue defects in materials
      
The concept of fractal growth and form offers novel approaches to understanding morphogenesis and function from the level of the gene to the organism.
      
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An explanation about the application of image and fractal growth technology in simulation of roots was described. It is an illumination of plant roots growth model and a confirmation of fractal dimension. The methodology can be used in study of precise agriculture, i.e., the simulation of root growth in different moisture in soil

基于计算机图像技术和分形理论 ,建立了植物根系分形度量的计算机模型 ,实现了对植物根系生长过程发育形态的计算机模拟。应用上述模型计算植物根系的分形维数与实际度量的维数基本一致 ,构造模拟的根系形态与实物不仅具有相近的分形维数 ,而且形态也非常相似

This paper first described the construction regulations and major properties of Diffusion-limited- aggregation model (DLA model), which is a typical fractal growth model. And then one algorithm to realize the dynamic growth process was introduced and complemented on the MATLAB6.5 platform in Windows98/2000/XP.

简要概述了最具代表性的分形结构———扩散限制凝聚(Diffusion Limited Aggregation, DLA)模型的生长规则、主要性质, 给出了模型模拟分形生长的算法, 在 MATLAB6. 5 平台上进行了程序设计, 在 Windows98/2000/XP下实现了DLA模型模拟生长的动态过程.

In this paper, the fractal theory and its applications are generalized ,a model for cluster-cluster aggregation and its dimension are introduced. A type of algorithm for simulating CCA fractal growth is provided,simulation and computation of dimension of the CCA fractal growth are carried out by using VC++6.0. The analysis and discussion are also conducted. The algorithm provided in this paper can perform the CCA fractal growth simulation with common PC .The fractal growth process...

In this paper, the fractal theory and its applications are generalized ,a model for cluster-cluster aggregation and its dimension are introduced. A type of algorithm for simulating CCA fractal growth is provided,simulation and computation of dimension of the CCA fractal growth are carried out by using VC++6.0. The analysis and discussion are also conducted. The algorithm provided in this paper can perform the CCA fractal growth simulation with common PC .The fractal growth process can be observed dynamically when the particles are small,realtime performance is better.

概述了分形及其应用,介绍了团簇-团簇聚集(Cluster-ClusterAggregation)模型及其维数,给出了该模型的一种模拟分形生长算法,在VC++6.0下实现了CCA分形生长的模拟及维数计算,并对结果进行了分析和讨论。本文方法能在普通微机上较好地实现CCA分形生长模拟,在小规模粒子时,能动态观察分形生长的过程,实时性较好。

 
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