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Design of grooming architectures for optical WDM mesh networks: limited grooming with electronic wavelength conversion

机译:光学WDM网状网络的修饰架构设计:通过电子波长转换进行有限修饰

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摘要

In this article, we consider the problem of traffic grooming in optical wavelength division multiplexed (WDM) mesh networks under static traffic conditions. The objective of this work is to minimize the network cost and in particular, the electronic port costs incurred for meeting a given performance objective. In earlier work, we have shown the benefits of limited grooming switch architectures, where only a subset of wavelengths in a network are equipped with expensive SONET Add Drop Multiplexers (SADM) that provide the grooming functionality. In this work, we also consider the wavelength conversion capability of such groomers. This can be achieved using a digital cross-connect (DCS) in the grooming switch to switch low-speed connections between the SADMs (and hence, between wavelengths). The grooming switch thus avoids the need for expensive optical wavelength converters. Based on these observations, we propose a limited conversion-based grooming architecture for optical WDM mesh networks. The local ports at every node in this architecture can be one of three types: an add-drop port, a grooming port that allows wavelength conversion or a grooming port that does not allow wavelength conversion. The problem studied is: given a static traffic model, where should the different ports be placed in a network? We formulate this as an optimization problem using an Integer Linear Programing (ILP) and present numerical results for the same. We also present a heuristic-based approach to solve the problem for larger networks.
机译:在本文中,我们考虑了在静态流量条件下光波分复用(WDM)网状网络中流量疏导的问题。这项工作的目的是最大程度地减少网络成本,尤其是为达到给定性能目标而产生的电子端口成本。在较早的工作中,我们已经展示了有限的梳理交换架构的好处,其中网络中只有一部分波长配备了提供梳理功能的昂贵的SONET分插复用器(SADM)。在这项工作中,我们还考虑了此类修饰器的波长转换能力。这可以通过使用梳理开关中的数字交叉连接(DCS)在SADM之间(因此在波长之间)切换低速连接来实现。修饰开关因此避免了对昂贵的光学波长转换器的需求。基于这些观察,我们为光WDM网状网络提出了一种基于转换的有限修饰架构。此体系结构中每个节点上的本地端口可以是以下三种类型之一:分插端口,允许波长转换的修饰端口或不允许波长转换的修饰端口。研究的问题是:给定静态流量模型,将不同的端口放置在网络中的何处?我们使用整数线性规划(ILP)将其表述为优化问题,并给出相同的数值结果。我们还提出了一种基于启发式的方法来解决大型网络的问题。

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