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MPLS over WDM network design with packet level QoS constraints based on ILP models

机译:基于ILP模型的具有数据包级QoS约束的MPLS over WDM网络设计

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MPLS (multiprotocol label switching) over WDM (wavelength division multiplexing) networks are gaining significant attention due to the efficiency in resource utilization that can be achieved by jointly considering the two network layers. This paper addresses the design of MPLS over WDM networks, where some of the WDM nodes may not have packet switching capabilities. Given the WDM network topology and the offered traffic matrix, which includes the location of the edge LSRs (label switched routers), we jointly determine the location of the core LSRs (i.e. the core WDM nodes that also need to include packet switching capabilities) and the lightpath routes (which are terminated on the LSRs) that minimize the total network cost. We consider constraints both at the optical and packet layers: an MPLS hop constraint on the maximum number of LSRs traversed by each LSP (label switched path), which guarantees a given packet level QoS, and a WDM path constraint on the maximum length of lightpaths, which accommodates the optical transmission impairments. A novel integer linear programming (ILP) formulation based on an hop-indexed approach, which we call the HOP model, is proposed. A two-phase heuristic, derived from a decomposition of the HOP model in two simpler ILP models that are solved sequentially, is also developed. The computational results show that the heuristic is efficient and produces good quality solutions, as assessed by the lower bounds computed from the HOP model. In some cases, the optimal solution is obtained with the branch-and-bound method.
机译:WDM(波分多路复用)网络上的MPLS(多协议标签交换)正在受到人们的广泛关注,这是因为可以通过联合考虑两个网络层来实现资源利用效率。本文介绍了WDM网络上的MPLS设计,其中某些WDM节点可能没有分组交换功能。给定WDM网络拓扑和提供的流量矩阵,其中包括边缘LSR(标签交换路由器)的位置,我们共同确定核心LSR(即也需要包括分组交换功能的核心WDM节点)的位置;以及光路径路由(在LSR上终止),可将总网络成本降至最低。我们在光层和数据包层都考虑了约束:对每个LSP穿越的LSR的最大数量(标签交换路径)的MPLS跃点约束,它保证了给定的数据包级QoS,对光路的最大长度的WDM路径约束。 ,可解决光传输障碍。提出了一种基于跳跃索引方法的新型整数线性规划(ILP)公式,我们将其称为HOP模型。还开发了一种两阶段启发式算法,该算法是从两个较简单的ILP模型中的HOP模型分解得到的,这些ILP模型是按顺序求解的。计算结果表明,启发式算法是有效的,并且可以生成高质量的解决方案,这是根据从HOP模型计算出的下限进行评估的。在某些情况下,最佳解决方案是通过分支定界法获得的。

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