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The role of switching in reducing the number of electronic ports in WDM networks

机译:交换在减少WDM网络中电子端口数量方面的作用

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We consider the role of switching in minimizing the number of electronic ports [e.g., synchronous optical network (SONET) add/drop multiplexers] in an optical network that carries subwavelength traffic. Providing nodes with the ability to switch traffic between wavelengths, such as through the use of SONET cross-connects, can reduce the required number of electronic ports. We show that only limited switching ability is needed for significant reductions in the number of ports. First, we consider architectures where certain "hub" nodes can switch traffic between wavelengths and other nodes have no switching capability. For such architectures, we provide a lower bound on the number of electronic ports that is a function of the number of hub nodes. We show that our lower bound is relatively tight by providing routing and grooming algorithms that nearly achieve the bound. For uniform traffic, we show that the number of electronic ports is nearly minimized when the number of hub nodes used is equal to the number of wavelengths of traffic generated by each node. Next, we consider architectures where the switching ability is distributed throughout the network. Such architectures are shown to require a similar number of ports as the hub architectures, but with a significantly smaller "switching cost." We give an algorithm for designing such architectures and characterize a class of topologies, where the minimum number of ports is used. Finally, we provide a general upper bound on the amount of switching required in the network. For uniform traffic, our bound shows that as the size of the network increases, each traffic stream must be switched at most once in order to achieve the minimum port count.
机译:我们考虑了在最小化承载亚波长流量的光网络中的电子端口数量(例如,同步光网络(SONET)插分复用器)的交换中的作用。通过使用SONET交叉连接,为节点提供在波长之间切换流量的能力,可以减少所需的电子端口数量。我们显示仅需要有限的交换能力就可以大大减少端口数量。首先,我们考虑某些“集线器”节点可以在波长之间切换流量的架构,而其他节点则没有切换能力。对于此类体系结构,我们提供了电子端口数量的下限,该下限是集线器节点数量的函数。通过提供几乎可以达到该边界的路由和修饰算法,我们证明了我们的下限相对严格。对于统一流量,我们表明,当使用的集线器节点数量等于每个节点生成的流量波长数量时,电子端口的数量几乎减至最少。接下来,我们考虑交换能力分布在整个网络中的体系结构。示出了这样的体系结构需要与集线器体系结构相似数量的端口,但是具有明显较小的“交换成本”。我们给出了一种用于设计此类架构的算法,并描述了一类使用最少端口数的拓扑。最后,我们提供了网络中所需交换量的一般上限。对于统一流量,我们的界限表明,随着网络规模的增加,每个流量流最多只能切换一次,以实现最小的端口数。

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