Hamiltonian cycle protection: a novel approach to mesh WDM optical network protection

Hong Huang, J. Copeland
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引用次数: 42

Abstract

Designing a protection scheme for a mesh WDM network is a challenging task. Extending the concept of the SONET self-healing ring in the mesh topology by using multiple rings to cover a mesh is inefficient in network resource usage. Mesh-based schemes can yield an optimal solution in network resource usage, but entails complicated switch reconfigurations when network element fails. In addition, mesh optimization needs traffic demands as input, therefore is not applicable to dynamic traffic. We introduce a novel mesh WDM network protection scheme-Hamiltonian cycle protection (HCP)-that is simple, efficient and applicable to dynamic traffic. HCP performs traffic grooming in spare resource space by consolidating spare capacity into as few links as possible, thus minimizing the number of spare switch ports and reducing spare link capacity. HCP can simplify the network recovery process by minimizing the number of nodes involved in switch reconfigurations and enabling the switch reconfiguration to be performed at coarse granularity.
哈密顿周期保护:网状WDM光网络保护的一种新方法
设计网状WDM网络的保护方案是一项具有挑战性的任务。通过使用多个环覆盖一个网格来扩展网格拓扑中SONET自愈环的概念,在网络资源使用方面是低效的。基于网格的方案在网络资源利用方面具有较优的解决方案,但在网元出现故障时需要进行复杂的交换机重新配置。此外,网格优化需要交通需求作为输入,因此不适用于动态交通。提出了一种简单、高效、适用于动态通信量的新型网状WDM网络保护方案——哈密顿周期保护(HCP)。HCP通过将空闲容量整合到尽可能少的链路中,在空闲资源空间中进行流量疏导,从而最大限度地减少交换机的空闲端口数量,减少空闲链路容量。HCP可以通过最小化交换机重新配置中涉及的节点数量,并允许以粗粒度执行交换机重新配置,从而简化网络恢复过程。
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