首页> 外文会议>Proceedings of the 1990 ACM SIGSMALL/PC symposium on small systems >Evaluation of queuing system parameters using linear algebraic queuing theory---an implementation
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Evaluation of queuing system parameters using linear algebraic queuing theory---an implementation

机译:使用线性代数排队理论评估排队系统参数---一种实现

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摘要

It is important to study the varied characteristics of queueing networks, in a self-consistent manner and interactive environment. We report here the development of an efficient and practical software package (QST) for the analysis of a particular class of queueing systems, (those described by two subsystems which interact only through the exchange of customers) which can run on an IBM PS/2 Model 70 or equivalent, or with some restrictions, on 80286-based PC's. The package produces data (or graphs) of various performance (including residual behavior) characteristics for these generalized queueing loops. It also generates such transient properties as "Busy Period", "Rush Hour", and "Mean Time to Failure". The equations, which are transparent to the user, come from the "Linear Algebraic Approach to Queueing Theory". For now, the package has been developed within the MATLAB environment. We provide some examples of input and output.

机译:

以自洽的方式和交互的环境研究排队网络的各种特征非常重要。我们在这里报告了一种高效实用的软件包(QST)的开发,该软件包可用于分析可以在IBM PS / 2上运行的特定类别的排队系统(由仅通过交换客户进行交互的两个子系统来描述)。基于80286的PC的70型或同等型号,或有一定限制。程序包为这些广义排队循环生成具有各种性能(包括残留行为)特征的数据(或图形)。它还会生成诸如“繁忙时段”,“高峰时间”和“平均故障时间”之类的瞬态属性。对用户透明的方程式来自“排队理论的线性代数方法”。目前,该软件包已在MATLAB环境中开发。我们提供一些输入和输出示例。

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