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首页> 外文期刊>IEEE Communications Magazine >SMAQ: a measurement-based tool for traffic modeling and queuing analysis. I. Design methodologies and software architecture
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SMAQ: a measurement-based tool for traffic modeling and queuing analysis. I. Design methodologies and software architecture

机译:SMAQ:一种基于度量的流量建模和排队分析工具。一,设计方法和软件架构

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摘要

SMAQ is a measurement-based tool for integration of traffic modeling and queuing analysis. There are three basic components in SMAQ. In the design of the first component, statistic measurement, the most critical issues are to identify the important traffic statistics for queuing analysis in a finite buffer system and then to build a measurement structure to collect them. Our study indicates that both first- and second-order traffic statistics, measured within a given frequency-window, have a very significant impact on the queue length and loss rate performance. In the design of the second component, matched modeling, the focal point is to construct a stochastic model that can match a wide range of important statistics collected in various applications. New methodologies and fast algorithms are developed for such construction on the basis of a circulant modulated Poisson process (CMPP). For the third component, queuing solutions, the basic requirement is to provide numerical solutions of the queue length and loss rate for transport of given traffic in a finite buffer system. A fast and stable computation method, called a Folding algorithm, is applied to provide both steady-state and transient solutions of various kinds, including congestion control performance where arriving traffic are selectively discarded based on queue thresholds. We provide both design methodologies and software architectures of these three components, with discussion of practical engineering issues for the use of the SMAQ tool.
机译:SMAQ是用于集成流量建模和排队分析的基于度量的工具。 SMAQ中包含三个基本组件。在第一个组件(统计测量)的设计中,最关键的问题是确定重要的流量统计信息,以便在有限的缓冲区系统中进行排队分析,然后构建一个测量结构以进行收集。我们的研究表明,在给定的频率窗口内测量的一阶和二阶流量统计信息对队列长度和丢失率性能都有非常重要的影响。在第二个组件(匹配模型)的设计中,重点是构建一个随机模型,该模型可以匹配在各种应用程序中收集的各种重要统计数据。在循环调制泊松过程(CMPP)的基础上,针对这种构造开发了新的方法和快速算法。对于第三个组件,排队解决方案,基本要求是为有限缓冲系统中给定流量的传输提供队列长度和丢失率的数值解决方案。一种快速,稳定的计算方法(称为折叠算法)被用于提供各种稳态和瞬态解决方案,包括拥塞控制性能,其中根据队列阈值有选择地丢弃到达的流量。我们提供这三个组件的设计方法和软件体系结构,并讨论有关使用SMAQ工具的实际工程问题。

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