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[VHDL-FPGA-VerilogDE2_VGA3

Description: The VGA example generates a 320x240 diffusion-limited-aggregation (DLA) on Altera DE2 board. A DLA is a clump formed by sticky particles adhering to an existing structure. In this design, we start with one pixel at the center of the screen and allow a random walker to bounce around the screen until it hits the pixel at the center. It then sticks and a new walker is started randomly at one of the 4 corners of the screen. The random number generators for x and y steps are XOR feedback shift registers (see also Hamblen, Appendix A). The VGA driver, PLL, and reset controller from the DE2 CDROM are necessary to compile this example. Note that you must push KEY0 to start the state machine. -The VGA example generates a 320x240 diffusion-limited-aggregation (DLA) on Altera DE2 board. A DLA is a clump formed by sticky particles adhering to an existing structure. In this design, we start with one pixel at the center of the screen and allow a random walker to bounce around the screen until it hits the pixel at the center. It then sticks and a new walker is started randomly at one of the 4 corners of the screen. The random number generators for x and y steps are XOR feedback shift registers (see also Hamblen, Appendix A). The VGA driver, PLL, and reset controller from the DE2 CDROM are necessary to compile this example. Note that you must push KEY0 to start the state machine.
Platform: | Size: 1275904 | Author: Donghua Gu | Hits:

[matlabDiffusionlimitedaggregation

Description: 基于元胞自动机模拟的扩散限制聚集程序,模拟粘性颗粒的聚集,非常好的一个程序-Celluar automation-- Diffusion limited aggregation ..It is a good program.
Platform: | Size: 1024 | Author: jiayuan | Hits:

[matlabMatlab3DmodelsimulationunderDLA

Description: 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.-Briefly summarizes the most representative of the fractal structure- diffusion-limited condensed (Diffusion- Limited- Aggregation, DLA) model of growth rules, the main properties, gives the model simulation processes-fractal growth algorithm, by MATLAB6.5 platform for software design, in Windows 98/2000/XP realize DLA model to simulate the growth of dynamic process.
Platform: | Size: 2048 | Author: 新新 | Hits:

[matlabDiffusion-limited-aggregation

Description: 应用MATLAB基于元胞自动机的扩散限制聚集仿真-Diffusion limited aggregation
Platform: | Size: 1024 | Author: tao | Hits:

[matlabCH23

Description: 晶体生长模拟 随机布朗运动 扩散限制凝聚(DLA) 随机吸附 随机向心吸附 -Random Brownian motion simulation of crystal growth diffusion limited aggregation (DLA) were randomized to the heart of adsorption adsorption
Platform: | Size: 10240 | Author: zwq | Hits:

[Mathimatics-Numerical algorithmsCellular-Automata-in-Matlab

Description: 元胞自动机与MATLAB。元胞自动机已被应用于物理模拟,生物模拟等领域。文档中包含Conway的生命游戏机、表面张力、渗流集群、激发介质、森林火灾、气体动力学、扩散限制聚集、砂堆规则的详细原理解释和完整MATLAB代码-Cellular Automata Machine with MATLAB. Cellular automata have been used in the field of physical simulation, biological simulation. Document contains Conway' s life game consoles, surface tension, percolation clusters, excitable media, forest fires, gas dynamics, diffusion limited aggregation, the detailed schematic interpretation of the rules of the sand and complete MATLAB code
Platform: | Size: 230400 | Author: Binjie Liao | Hits:

[Other3D_DLA

Description: 用于Matlab 编程,计算diffusion limited aggregation -A Matlab program to perform the diffusion limited aggregation
Platform: | Size: 3072 | Author: Huang Yuan Ming | Hits:

[matlabDiffusion_limited_aggregation

Description: 基于MATLAB的元胞自动机模型代码 Diffusion limited aggregation 扩散限制聚集模型 -MATLAB-based cellular automata model code Diffusion limited aggregation
Platform: | Size: 1024 | Author: huangdianzi | Hits:

[Fractal programDLA

Description: Diffusion-limited  Aggregation(DLA)扩散限制凝聚,是由Witten和Sander于1981年共同提出来的。其基本思想是:首先置一初始粒子作为种子,在远离种子的任意位置随机产生一个粒子使其做无规行走,直至与种子接触,成为集团的一部分。然后再随机产生一个粒子,重复上述过程,这样就可以得到足够大的DLA团簇。-Diffusion-limited Aggregation (DLA) Diffusion Limitation Cohesion was presented by Witten and Sander in 1981. The basic idea is to first set an initial particle as a seed, at any position away the seeds randomly generated a particle to make it random walk until the contact with the seeds, as part of the group. And then randomly generate a particle, repeat the process, so you can get enough large DLA clusters.
Platform: | Size: 1024 | Author: dong | Hits:

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