一类离散事件动态系统建模与仿真策略

本文从实际过程系统中抽象出一类特殊的离散事件动态系统,对该系统进行了数学描述.针对系统的特点设计了一套仿真方法.最后给出一个实例,通过仿真来研究其设备配置,得到了与实际情况吻合的结果.     

仿真输出分析中的BAYES方法

本文提出用Bayes方法对小样本或单次运行的仿真输出进行分析。给出了几种条件下的Bayes方法和伽玛分布置信区间的估计方法。并用M/M/I排队系统对几种方法进行了实例研究。实验结果表明,在处理小样本或单次仿真运行时Bayes方法有明显的优越性和应用前景。     

THE EIGEN-PROBLEM AND PERIOD ANALYSIS OF THE DISCRETE-EVENT SYSTEM

In this paper we provide a sufficient and necessary condition for the eigenvalueand eigenvector of a general reducible matrix in a discrete-event system described by the“max”algebra,analyse the steady periodical performance of the system,and obtain ananalytic solution of the dynamic equation.We propose the conception of“order-d-(?)-block-periodical matrix”and obtain its sufficient and necessary condition and provide an algorithmof (?) matrix.     

Performance evaluation of discrete event systems involving Henstock-Kurzweil integral

This paper presents a study on the performance of flexible manufacturing systems (FMSs), by using discrete event system (DES) models, considering resource losses modelled by a parameter entitled coverage factor. We conclude that the resources cell loss distribution between the tasks of a FSM is a real function that cannot be integrated, in order to calculate its primitive, in the classical sense of Riemann or Lebesgue, but only in the sense of Henstock-Kurzweil integral. Our result allows one to study more general processes where highly oscillatory functions occur. The method used to deduce the function describing the resources cell loss distribution is compared with a classical method related in the literature, respectively rational interpolants. An example has been constructed to emphasize what we believe to be, new approaches.     

计算机模拟及其应用和发展

介绍了计算机模拟的基本概念、基本内容和发展历史以及现实应用，介绍和分析了几种早期主要的模拟语言，并对计算机模拟的发展前景进行了阐述。