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A New Approach to Loss-Free Packet/Burst Transmission in All-Optical Networks

机译:一种新的无损失包/突发传输在全光网络中的一种新方法

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This work introduces a new approach to get loss-free burst/packet transmission in Optical Burst and Packet Switched Networks. To this end, our proposal defines (1) a Routing and Wavelength Assignment (RWA) scheme based on the concept of wavelength tree, and (2) a simple contention resolution mechanism that solves contention using a limited number of fiber delay lines. We show that using the proposed scheme, for a 2-link-connected network with n nodes, there exists communication between any pair of nodes with [n/2] wavelengths. We apply this approach to address the problem of finding (conflict-free) transmission schemes in iterated line digraphs. Such digraphs have proved to be very useful models for dense, easily routable, and fault tolerant communication networks. Examples of such networks are the well-known De Bruin and Kautz digraphs and the wrapped butterfly networks. Our study leads us to define a useful tool for obtaining wavelength trees. By way of example, we illustrate the scheme operation for the 2-regular Kautz digraph. Simulation results show a good behavior in terms of transmission delay and resources utilization.
机译:这项工作介绍了一种新方法来在光突发和数据包交换网络中获得无损失突发/数据包传输。为此,我们的提议定义(1)基于波长树概念的路由和波长分配(RWA)方案,以及(2)一种简单的争用解决机制,其解决了使用有限数量的光纤延迟线的争用。我们表明,使用所提出的方案,对于使用N个节点的2连通网络,存在任何具有[N / 2]波长的一对节点之间的通信。我们采用这种方法来解决迭代线数字中的查找(无冲突)传输方案的问题。这些上的数字证明是密集,易于路由和容错通信网络的非常有用的模型。这种网络的示例是众所周知的de Bruin和Kautz Digraphs和包裹的蝶形网络。我们的研究导致我们定义了获得波长树的有用工具。举例来说,我们说明了2常规Kautz数字的方案操作。仿真结果在传输延迟和资源利用方面表现出良好的行为。

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