TCP Westwood中的效率/友好性权衡

Ren Wang, Massimo Valla, M. Sanadidi, Bryan C H Kwok, Fai Ng, M. Gerla
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引用次数: 78

摘要

我们提出了一个改进的TCP Westwood,它允许管理效率/友好到新里诺的权衡。研究表明,改进后的TCP西木在保持友好性的同时,可以实现更高的效率。TCP Westwood (TCPW)实现了一种基于可用带宽估计的窗口拥塞控制算法。TCPW的性能一直很有希望,在高速和/或有线/无线网络中超过了TCP NewReno。然而,在某些情况下,TCP NewReno可能会遇到一些性能下降,因为TCPW拥有更多的信息,因此可以更好地利用可用带宽。我们建议将产生可用带宽估计(BE)的原始TCPW采样策略与产生速率估计(RE)的新策略相结合。我们的研究表明,当数据包丢失主要是由于拥塞时,RE工作得最好。另一方面,如果丢包主要是由于链路错误,则BE的性能会更好。为了实现“最好的所有世界”,我们引入了一种我们称之为组合速率和带宽估计(CRB)的方法。一个连接首先推断出丢包的主要原因,然后使用最合适的估计方法。我们还介绍了效率/友好性权衡图,它提供了更好的权衡可视化。在我们的实验中,我们发现CRB在效率和友好之间提供了更好的折衷,以及管理这种权衡的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Efficiency/friendliness tradeoffs in TCP Westwood
We propose a refinement of TCP Westwood which allows management of the efficiency/friendliness-to-NewReno tradeoff. We show that the refined TCP Westwood is able to achieve higher efficiency yet at the same time maintain friendliness. TCP Westwood (TCPW) implements a novel window congestion control algorithm based on available bandwidth estimation. The performance of TCPW has been promising, exceeding that of TCP NewReno in high speed and/or wired/wireless networks. However, under certain circumstances, TCP NewReno may experience some performance degradation because TCPW possesses more information and thus can take better advantage of available bandwidth. We propose combining the original TCPW sampling strategy that produces available bandwidth estimates (BE), with a new strategy that produces rate estimates (RE). Our studies show that RE works best when packet losses are mostly due to congestion. If on the other hand, the packet losses are mostly due to link errors, BE gives better performance. To achieve the "best of all worlds", we introduce a method we call combined rate and bandwidth estimation (CRB). A connection first infers the predominant cause of packet losses, and then uses the most appropriate estimation method. We also introduce the efficiency/friendliness tradeoff graph that provides better tradeoff visualization. In our experiments, we found that CRB provides a better compromise between efficiency and friendliness, and the means to manage such a tradeoff.
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