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ACEA: A Queueing Model-Based Elastic Scaling Algorithm for Container Cluster

机译:ACEA:用于容器簇的排队模型的弹性缩放算法

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Elastic scaling is one of the techniques to deal with the sudden change of the number of tasks and the long average waiting time of tasks in the container cluster. The unreasonable resource supply may lead to the low comprehensive resource utilization rate of the cluster. Therefore, balancing the relationship between the average waiting time of tasks and the comprehensive resource utilization rate of the cluster based on the number of tasks is the key to elastic scaling. In this paper, an adaptive scaling algorithm based on the queuing model called ACEA is proposed. This algorithm uses the hybrid multiserver queuing model (M/M/s/K) to quantitatively describe the relationship among number of tasks, average waiting time of tasks, and comprehensive resource utilization rate of cluster and builds the cluster performance model, evaluation function, and quality of service (QoS) constraints. Particle swarm optimization (PSO) is used to search feasible solution space determined by the constraint relation of ACEA quickly, so as to improve the dynamic optimization performance and convergence timeliness of ACEA. The experimental results show that the algorithm can ensure the comprehensive resource utilization rate of the cluster while the average waiting time of tasks meets the requirement.
机译:弹性缩放是处理突然变化的任务突然变化以及集装箱集群中任务的长平均等待时间之一。不合理的资源供应可能导致群集的综合资源利用率。因此,平衡了基于任务数量的任务的平均等待时间与集群的综合资源利用率之间的关系是弹性缩放的关键。本文提出了一种基于称为ACEA的排队模型的自适应缩放算法。该算法使用混合多元路线排队模型(m / m / s / k)定量描述任务数量,平均等待时间的关系,以及群集的全面资源利用率,构建群集性能模型,评估函数,和服务质量(QoS)约束。粒子群优化(PSO)用于搜索由AceA的约束关系确定的可行解决方案,从而提高ACEA的动态优化性能和收敛性能。实验结果表明,该算法可以保证集群的综合资源利用率,而任务的平均等待时间符合要求。

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