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Traffic grooming, routing, and wavelength assignment in WDM transport networks with sparse grooming resources

机译:具有稀疏整理资源的WDM传输网络中的流量整理,路由和波长分配

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While a single fiber strand in wavelength division multiplexing (WDM) has over a terabit-per-second bandwidth and a wavelength channel has over a gigabit-per-second transmission speed, the network may still be required to support traffic requests at rates that are lower than the full wavelength capacity. To avoid assigning an entire lightpath to a small request, many researchers have looked at adding traffic grooming to the routing and wavelength assignment (RWA) problem. In this work, we consider the RWA problem with traffic grooming (GRWA) for mesh networks under static and dynamic lightpath connection requests. The GRWA problem is NP-Com-plete since it is a generalization of the RWA problem which is known to be NP-Complete. We propose an integer linear programming (ILP) model that accurately depicts the GRWA problem. Because it is very hard to find a solution for large networks using ILP, we solve the GRWA problem by proposing two novel heuristics. The strength of the proposed heuristics stems from their simplicity, efficiency, and applicability to large-scale networks. Our simulation results demonstrate that deploying traffic grooming resources on the edge of optical networks is more cost effective and results in a similar blocking performance to that obtained when distributing the grooming resources throughout the optical network domain.
机译:虽然波分复用(WDM)中的单根光纤束的带宽超过了每秒兆兆比特,而波长通道的传输速度超过了每秒千兆比特,但仍可能需要网络以以下速率支持流量请求:低于全波长容量。为了避免将整个光路分配给一个小的请求,许多研究人员已经着眼于在路由和波长分配(RWA)问题中增加流量疏导。在这项工作中,我们考虑静态和动态光路连接请求下网状网络的流量疏导(GRWA)RWA问题。 GRWA问题是NP完全的,因为它是RWA问题的一般化,已知它是NP完全的。我们提出一个整数线性规划(ILP)模型,该模型可以准确地描述GRWA问题。由于很难使用ILP为大型网络找到解决方案,因此我们通过提出两种新颖的启发式方法来解决GRWA问题。所提出的启发式方法的优势在于其简单性,效率以及对大规模网络的适用性。我们的仿真结果表明,在光网络边缘部署流量整理资源更具成本效益,并且与在整个光网络域中分配整理资源时获得的阻塞性能类似。

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