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Optimal choice of the buffer size in the Internet routers

机译:Internet路由器中缓冲区大小的最佳选择

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We study an optimal choice of the buffer size in the Internet routers. The objective is to determine the minimum value of the buffer size required in order to fully utilize the link capacity. The reare some empirical rules for the choice of the buffer size. The most known rule of thumb states that the buffer length should be set to the bandwidth delay product of the network, i.e., the product between the average round trip time in the network and the capacity of the bottleneck link. Several recent works have suggested that as a consequence of the traffic aggregation, the buffer size should be set to smaller values. In this paper we propose an analytical framework for the optimal choice of the router buffer size. We formulate this problem as a multi-criteria optimization problem, in which the Lagrange function corresponds to a linear combination of the average sending rate and average delay in the queue. The solution to this optimization problem provides further evidence that indeed the buffer size should be reduced in the presence of traffic aggregation. Furthermore, our result states that the minimum required buffer is smaller than what previous studies suggested. Our analytical results are confirmed by simulations performed with the NS simulator.
机译:我们研究了Internet路由器中缓冲区大小的最佳选择。目的是确定充分利用链接容量所需的缓冲区大小的最小值。为缓冲区大小的选择留出一些经验规则。最普遍的经验法则指出,缓冲区长度应设置为网络的带宽延迟乘积,即网络中平均往返时间与瓶颈链路容量之间的乘积。最近的一些工作表明,作为流量聚合的结果,应将缓冲区大小设置为较小的值。在本文中,我们提出了一个用于最佳选择路由器缓冲区大小的分析框架。我们将此问题表述为多准则优化问题,其中拉格朗日函数对应于队列中平均发送速率和平均延迟的线性组合。该优化问题的解决方案提供了进一步的证据,即在存在流量聚合的情况下,确实应该减小缓冲区的大小。此外,我们的结果表明,所需的最小缓冲区比以前的研究建议的要小。我们的分析结果被NS模拟器执行的模拟所证实。

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