Ca is a kind of dynamical systems in which space , time and state are discrete , having the parallel processing framework 元胞自动机是一种空间、时间和状态都离散的动力学系统,具有并行处理结构。
The probability of cellular automata modeling in traffic flow was reasonable for several successful applications in some areas 通过列举元胞自动机在一些领域成功的应用范例，引出其在交通流建模上的可行性。
In order to find the applying area of cellular element method , it was used to analyses the structures besides truss , beam and plane problem 为探讨元胞单元法的广泛适用性，论文将元胞单元法的应用领域从杆系结构、平面问题拓展到其它结构。
A necessary condition of devaney ' s chaos for cellular automata ( ca ) is found , then an algorithm is presented to verify which ca satisfy this condition 摘要提出了元胞自动机混沌的一个必要条件，给出了判断初等元胞自动机是否满足这一条件的算法。
Using the idea and modeling method of cellular automata , we establish an evolutionary model to simulate the process which many nations annex each other through war 摘要利用元胞自动机的思想和建模方法，建立了模拟多个国家通过战争彼此兼并的演化模型。
Considering interior mechanism of debris flow ' s triggering and confluence system , in this essay we simulates its self - organized criticality by cell automaton model 本文运用元胞自动机理论，从内部机制着手，对泥石流产汇流系统的自组织临界性进行了模拟研究。
A visualized simulation on fire spreading along tunnels in an underground tunnel network system when a fire happens based on the cellular automata model was put forward 摘要提出了基于元胞自动机模型的地下矿火灾发生时火灾在巷道网络系统中蔓延的可视化仿真方法。
In the present model , the number of cells that belong to the nation and the sum of those cells ' power , respectively , represents the nation ' s territory area and power 在本模型中，国家的领土面积用该国所辖元胞数目近似地表示，国家整体实力用所辖各元胞实力之和表示。
A variable time - headway car following model was presented based on time - headway distributing rule in actual traffic and one dimensional cellular automaton modeling theory 摘要依据不间断车流的车头时距分布规律和一维元胞自动机建模理论，提出了一种可变时距跟车模型。
According to the characteristics of elementary cellular automaton , the function forms of elementary cellular automaton evolution rules are deduced by using the karnaugh map 摘要依据初等元胞自动机演化规则的特点，借助卡诺图化简，导出初等元胞自动机演化规则的函数形式。
