离散事件动态系统

一类离散事件动态系统Kalman模型参数矩阵A、B、C图论表示法

Graph Methods Representation about the DEDS Kalman Model Parameter Matrixes

通过比较分析离散事件动态系统的多种建模方法：排队网络法、极大代数法和Petri网法，最终确定采用Petri网法建立制造过程的数学模型。

Many kinds of modeling methods of DEDS are analyzed , including Queuing Network , Maximal Algebra and Petri nets . In the end , it is determined to model the manufacturing process by Petri nets .

离散事件动态系统的D－B动机模型

Modeling discrete event dynamic systems with d - automata

基于MATLAB的一类离散事件动态系统仿真

The Simulation of a Kind of Discrete Event Dynamic Systems Based on MATLAB

Petri网方法及其在离散事件动态系统研究中的应用

Petri nets and their application on discrete event dynamic systems

离散事件动态系统的受控Petri网控制研究

The Control of Discrete Event System by Controlled Petri Nets

用Petri网分析离散事件动态系统

Using Petri Net to Analyse Discrete Event Dynamic Systems

离散事件动态系统的Petri网模型实现

Petri Nets Models Realization of Discrete Event Dynamic Systems

柔性制造系统（FMS）是复杂离散事件动态系统。

Flexible manufacturing system is a complex discrete-event dynamic system .

Petri网是一种信息流模型，广泛应用于离散事件动态系统建模及控制领域。

Petri net is a model of information system which is widely used in discrete systems and control areas .

Petri网是描述、分析和控制离散事件动态系统最有效和应用最广泛的方法。

Petri nets is the most effective and extensive method to describe , analyze and control discrete event dynamic systems .

离散事件动态系统（DEDS）仿真的最优算法研究

On the Research of Optimal Algorithm of Simulation Model of DEDS

Petri网作为一种图形和数学工具，为离散事件动态系统的建模、性能分析和设计提供了一个统一的环境。

As a graphic and mathematic tool , Petri net provides an integrated environment with which the discrete event dynamic systems can be modeled and analyzed .

离散事件动态系统（DEDS）理论是一类新的系统理论，反映了各种人造系统运行的内部规律。

DEDS theory reflects dynamical law of all kinds of man-made systems .

离散事件动态系统（DEDS）的扰动分析（上）

Perturbation Analysis of Discrete Event Dynamic Systems ( 1 )

近来，随机Petri网已成为研究离散事件动态系统的一种有力工具，特别是在性能评价领域取得了显著的成功。

Recently , stochastic Petri net has become a powerful tool for the research of discrete event dynamic system and particularly succeeded in the performance evaluation area .

报文审批系统（RAS）是一种典型的离散事件动态系统，适合用Petri网技术对其进行分析。

Report audit system ( RAS ) is a typical discrete event dynamic system . It can be modeled by petri net in favor of analysis .

从计算机集成制造系统（CIMS）应用的角度对Petri网方法进行介绍，包括Petri网基础理论和重要性质，并对其在离散事件动态系统中的研究进展进行评述。

Petri nets are introduced with respect to the application on CIMS , including their basic theory and important properties , and their research progresses in DEDS are reviewed .

中国象棋作为棋类游戏的代表，属于离散事件动态系统（DEDS）。

Chinese chess is representative of chess game and belongs to the discrete event dynamic systems .

标准钟（SC）方法是求解离散事件动态系统（DEDS）性能评估问题的十分有效的仿真手段。

The Standard Clock ( SC ) method is an efficient simulation approach to performance evaluation of Discrete Event Dynamic System ( DEDS ) .

离散事件动态系统（DEDS）矩阵模型是一种逻辑运算与代数运算的混合系统。

Matrix model for discrete event dynamic simulation ( DEDS ) is a hybrid system with logical and algebraic components .

串行生产线属于最简单的离散事件动态系统，在对其进行计时Petri网描述的基础上，应用极大代数理论分析了这一多周期的生产过程。

As the simplest discrete event dynamic system , the transfer line which is a multi-periodical process , was periodically analyzed by means of Max-plus Algebra on the basis of its timed Petri net description .

作为离散事件动态系统，制造系统正具有上述的各种关系，因此，利用Petri网对制造系统建模更能保证模型的正确性与有效性。

Manufacturing system , as the discrete event dynamic system ( DEDS ), mainly consist of the relations above , so that modeling with Petri nets can assure the correctness and the effectiveness of models .

从离散事件动态系统角度考虑电力系统结线分析问题，提出了基本分析单元的有色Petri网模型以及基于该Petri网的结线分析算法。

This paper studies the topology analysis of power networks from the point of view of DEDS and proposes a coloured Petri net for the elementary analysis unit and a coloured Petri net based topology analysis algorithm .

使用极大代数模块网络法，研究Flow-shop离散事件动态系统（DEDS）在没有缓冲器下的无阻塞鲁棒性及最优鲁棒控制。

Using the maximum algebra block network method , this paper studied the robustness and optimal robust control of flow shop system without buffer and blocking .

PETRINET能描述离散事件动态系统的并行、冲突，是一种有效的事件驱动系统模型工具，也是数学和图形的建模工具，它被广泛应用于离散事件的仿真、控制。

Petri Net can describe the parallel and conflict in discrete event dynamic system , is an effective tool model for event driven , and it also as a tool to make model of mathematical and graphical . It is widely used in discrete event simulation .

生产物流系统是典型的离散事件动态系统（DEDS），受到很多随机因素影响且难以用数学方法解析。

Production logistics system is a typical discrete event dynamic system ( DEDS ) which contains many factors . Some of them are difficult to analyze through mathematical model .

本文对极大代数描写的离散事件动态系统（DEDS）给出了干扰解耦问题能解的充要条件，并找出了含于KerC的最大（A，B）不变子模。

In this paper , we provide a sufficient and necessary condition of disturbance decoupling problem of discrete event dynamic system described by max algebra , we also find the maximal ( A , B ) - invariant submodule in ker C.

对混杂系统的建模提出了一种新的方法，即：连续变量动态系统用扩展的线性连续Petri网（LCPN）建模，离散事件动态系统用离散Petri网建模。

A new method for modeling hybrid systems is proposed . It models the continuous variable dynamic system with the extended linear continuous petri nets and discrete event dynamic system with discrete petri nets .

Petri网作为一种离散事件动态系统的建模和分析方法，提供了在逻辑时序下研究系统特性和性能的有效手段，并有图形方法的直观性和逻辑方法的概括性。

Petri net , which is a modelling and analysing method of dynamic system of discrete events , provides a effective means to study the systemic characters and performance under the logic order of time . And it has advantages of graphics and logic method .