RRPD strategies for a T-OBS network architecture

O. Pedrola, D. Careglio, M. Klinkowski, J. Solé-Pareta
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引用次数: 4

Abstract

In this paper, we deal with the physical layer impairments (PLIs) in optical burst switching (OBS). In particular we present a formulation of the routing and regenerator placement and dimensioning (RRPD) problem for a feasible translucent OBS (T-OBS) network architecture. Since addressing the joint RRPD problem results in an extremely complex undertaking, we decouple the problem, and hence, we eventually provide formal models to solve routing and RPD separately in the socalled R+RPD problem. Thus, making use of mixed integer linear programming (MILP) formulations, we first address the routing problem with the aim of minimizing congestion in bottleneck network links, and second, we tackle the issue of performing a sparse placement of electrical regenerators in the network. Since the RPD formulation requires high computational effort for large problem instances, we also propose two alternative heuristic strategies that provide good near-optimal solutions within reasonable time limits. To be precise, we evaluate the trade-off between optimality and complexity provided by these methods. Finally, we conduct a series of simulation experiments on the T-OBS network that prove that the R+RPD strategies effectively deal with burst losses caused by the impact of PLIs, and therefore, ensure that the overall T-OBS network performance remains unaffected.
T-OBS网络体系结构的RRPD策略
本文研究了光突发交换(OBS)中的物理层损伤问题。特别地,我们提出了一个可行的半透明OBS (T-OBS)网络架构的路由和再生器放置和尺寸(RRPD)问题的公式。由于解决联合RPD问题会导致一个极其复杂的任务,因此我们将问题解耦,因此,我们最终提供正式的模型来分别解决路由和RPD,即所谓的R+RPD问题。因此,利用混合整数线性规划(MILP)公式,我们首先解决了路由问题,目的是最大限度地减少瓶颈网络链路中的拥塞,其次,我们解决了在网络中执行电力再生器稀疏放置的问题。由于RPD公式对于大型问题实例需要很高的计算量,因此我们还提出了两种可选的启发式策略,它们在合理的时间限制内提供良好的接近最优的解决方案。准确地说,我们评估了这些方法提供的最优性和复杂性之间的权衡。最后,我们在T-OBS网络上进行了一系列的仿真实验,证明了R+RPD策略有效地处理了由pli影响引起的突发损失,从而确保了T-OBS网络的整体性能不受影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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