On planning small cell backhaul networks

O. Grøndalen, O. Østerbø, G. Millstein, T. Tjelta
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引用次数: 9

Abstract

Small cells are expected to play an important role in future mobile networks to meet the rapidly increasing capacity demand. However, this requires that cost efficient backhaul solutions are found. This is a very challenging task given the large number of small cells that must be connected. In this paper we propose a set of practical methods that mobile operators can use as tools when planning small cell backhaul networks. The tools can help operators find the best way to connect the base station nodes and which technology to use on each link. Two methods are proposed for planning fiber-only networks. Fiber only solutions are interesting since long term backhaul solutions are expected to be dominated by fiber links and can be used to find heuristic solutions to multi-technology problems by e.g. replacing some fiber links with radio links. Optimal fiber-only networks with a tree topology can be easily found by a minimum weight spanning tree algorithm. By introducing a new metric we show that more resilient ring topology based solutions can be found by solving a traveling salesman type of problem. For heterogeneous multi-technology backhaul networks we propose a Mixed Integer linear Programming (MIP) problem formulation that allows inclusion of a wide range of requirements and constraints. The solutions can be made robust against varying traffic conditions by specifying capacity demand for different scenarios and both point-to-point and point-to-multipoint type of technologies can be included in the optimization. To verify the methods an example case study is performed for a small city.
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关于规划小型蜂窝回程网络
小型蜂窝预计将在未来的移动网络中发挥重要作用,以满足快速增长的容量需求。然而,这需要找到具有成本效益的回程解决方案。考虑到必须连接大量的小细胞,这是一项非常具有挑战性的任务。在本文中,我们提出了一套实用的方法,移动运营商可以将其作为规划小蜂窝回程网络的工具。这些工具可以帮助运营商找到连接基站节点的最佳方式,以及在每个链路上使用哪种技术。提出了两种规划纯光纤网络的方法。只有光纤的解决方案是有趣的,因为长期的回程解决方案预计将由光纤链路主导,并可用于寻找多技术问题的启发式解决方案,例如用无线电链路取代一些光纤链路。用最小权值生成树算法可以很容易地找到树拓扑的最优纯光纤网络。通过引入一个新的度量,我们证明了通过求解一个旅行推销员类型的问题可以找到更有弹性的基于环拓扑的解决方案。对于异构多技术回程网络,我们提出了一个允许包含广泛需求和约束的混合整数线性规划(MIP)问题公式。通过指定不同场景的容量需求,可以使解决方案对不同的交通条件具有鲁棒性,并且可以将点对点和点对多点类型的技术包括在优化中。为了验证该方法的有效性,以一个小城市为例进行了案例研究。
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