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Modeling Message Queueing Services with Reliability Guarantee in Cloud Computing Environment Using Colored Petri Nets

机译:使用彩色Petri网在云计算环境中对具有可靠性保证的消息队列服务进行建模

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摘要

Motivated by the need for loosely coupled and asynchronous dissemination of information, message queues are widely used in large-scale application areas. With the advent of virtualization technology, cloud-based message queueing services (CMQSs) with distributed computing and storage are widely adopted to improve availability, scalability, and reliability; however, a critical issue is its performance and the quality of service (QoS). While numerous approaches evaluating system performance are available, there is no modeling approach for estimating and analyzing the performance of CMQSs. In this paper, we employ both the analytical and simulation modeling to address the performance of CMQSs with reliability guarantee. We present a visibility-based modeling approach (VMA) for simulation model using colored Petri nets (CPN). Our model incorporates the important features of message queueing services in the cloud such as replication, message consistency, resource virtualization, and especially the mechanism named visibility timeout which is adopted in the services to guarantee system reliability. Finally, we evaluate our model through different experiments under varied scenarios to obtain important performance metrics such as total message delivery time, waiting number, and components utilization. Our results reveal considerable insights into resource scheduling and system configuration for service providers to estimate and gain performance optimization.
机译:出于对信息的松散耦合和异步分发的需求的推动,消息队列广泛用于大规模应用程序区域。随着虚拟化技术的出现,具有分布式计算和存储功能的基于云的消息队列服务(CMQS)被广泛采用,以提高可用性,可伸缩性和可靠性。但是,一个关键问题是其性能和服务质量(QoS)。尽管有许多评估系统性能的方法可用,但没有用于评估和分析CMQS性能的建模方法。在本文中,我们采用分析和仿真模型来解决具有可靠性保证的CMQS的性能。我们提出了一种使用有色Petri网(CPN)的仿真模型基于可见性的建模方法(VMA)。我们的模型结合了云中消息队列服务的重要功能,例如复制,消息一致性,资源虚拟化,尤其是服务中采用的名为可见性超时的机制,以确保系统可靠性。最后,我们通过在各种情况下进行不同的实验来评估模型,以获得重要的性能指标,例如总消息传递时间,等待数量和组件利用率。我们的结果揭示了对资源调度和系统配置的深刻见解,供服务提供商评估和获得性能优化。

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  • 来源
    《Mathematical Problems in Engineering》 |2015年第9期|383846.1-383846.20|共20页
  • 作者

    Li Jing; Cui Yidong; Ma Yan;

  • 作者单位

    Qiongzhou Univ, Sch Elect Informat Engn, Sanya 572022, Peoples R China.;

    Beijing Univ Posts & Telecommun, Sch Software Engn, Beijing 100876, Peoples R China.;

    Beijing Univ Posts & Telecommun, Inst Network Technol, Beijing 100876, Peoples R China.;

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