Queuing Network Approximation Method for Evaluating Performance of Computer Systems with Finite Input Source

I. Koike, Kano Suzuki, T. Kinoshita
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引用次数: 1

Abstract

Queuing network techniques are effective for evaluating the performance of computer systems. We discuss a queuing network technique for computer systems in finite input source. The finite number of terminals exist in the network and a job in the network moves to the server that includes CPU, I/O equipment and memory after think-time at the terminal. When the job arrives at the server, it acquires a part of memory and executes CPU and I/O processing in the server. After the job completes CPU and I/O processing, it releases the memory and goes back to its original terminal. However, when the computer system has the memory resource, the queuing network model has no product form solution and cannot be calculated the exact solutions. We proposed here an approximation queuing network technique for calculating the performance measures of computer systems with finite input source on which multiple types of jobs exist. This technique involves dividing the queuing network into two levels; one is „inner level„ in which a job executes CPU and I/O processing, and the other is „outer level„ that includes terminals and communication lines. By dividing the network into two levels, we can prevent the number of states of the network from increasing and approximately calculate the performance measures of the network. We evaluated the proposed approximation technique by using numerical experiments and clarified the characteristics of the system response time and the mean number of jobs in the inner level.
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有限输入源计算机系统性能评价的排队网络逼近方法
排队网络技术是评估计算机系统性能的有效方法。讨论了有限输入源下计算机系统的排队网络技术。网络中存在有限数量的终端,网络中的作业在终端的思考时间之后转移到包含CPU、I/O设备和内存的服务器。当作业到达服务器时,它获取一部分内存并在服务器上执行CPU和I/O处理。在作业完成CPU和I/O处理后,它释放内存并返回其原始终端。然而,当计算机系统有内存资源时,排队网络模型没有乘积形式解,无法计算出精确解。本文提出了一种近似排队网络技术,用于计算存在多种类型作业的有限输入源计算机系统的性能度量。这种技术包括将排队网络划分为两个级别;一个是“内部层”,其中作业执行CPU和I/O处理,另一个是“外部层”,包括终端和通信线路。通过将网络划分为两层,我们可以防止网络状态数量的增加,并近似计算网络的性能度量。我们通过数值实验对所提出的近似技术进行了评估,并阐明了系统响应时间和内部层平均作业数的特征。
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