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Planning data transfers in grids: a multi-service queueing approach

机译:规划网格中的数据传输:一种多服务排队方法

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Grid applications move large amounts of data between distributed resources, and the efficiency of a Grid depends on their timely delivery within given bounds (deadlines). In most cases, the data volume and deadline are known in advance, allowing for both network planning and connection admission control (CAC). We formally define the problem and, based on this formalization, describe the operation of a feasible procedure for network reservations of deadline-constrained bulk data transfer requests. The procedure guarantees a minimum bandwidth to meet the deadlines and allows for opportunistic utilization of residual network capacity. We propose a novel analytical model based on the solution of an M/M(nc)/1/k(s)-RPS queue. The analytical model is validated against ns-2 simulations taking into account network level details (IP and TCP protocols), showing remarkably good coherence even under heavy loads. The model is orders of magnitude faster than simulation, which enables its application to plan the capacity of Grid networks, and to enforce CAC under the hypothesis of a dominating bottleneck on the transfer route.
机译:网格应用程序在分布式资源之间移动大量数据,而网格的效率取决于它们在给定范围内的及时交付(期限)。在大多数情况下,数据量和截止日期是预先已知的,从而可以进行网络规划和连接允许控制(CAC)。我们正式定义了问题,并基于此形式化描述了一种可行的程序的操作,该程序可用于对有期限限制的批量数据传输请求进行网络保留。该程序保证了最小的带宽以满足最后期限,并允许机会利用剩余的网络容量。我们提出了一种基于M / M(nc)/ 1 / k(s)-RPS队列解决方案的新颖分析模型。考虑到网络级别的详细信息(IP和TCP协议),该分析模型针对ns-2仿真进行了验证,即使在重负载下也显示出显着的一致性。该模型比模拟要快几个数量级,这使得它的应用程序可以规划Grid网络的容量,并在传输路径上存在主要瓶颈的假设下实施CAC。

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