文档详情

2010, TON, Engineering Wireless Mesh Networks-- Joint Scheduling, Routing, Power Control, and Rate A.pdf

发布:2017-04-11约6.72万字共14页下载文档
文本预览下载声明
IEEE/ACM TRANSACTIONS ON NETWORKING, VOL. 18, NO. 5, OCTOBER 2010 1387 Engineering Wireless Mesh Networks: Joint Scheduling, Routing, Power Control, and Rate Adaptation Jun Luo, Member, IEEE, Catherine Rosenberg, and André Girard Abstract—We present a number of significant engineering in- sights on what makes a good configuration for medium- to large- size wireless mesh networks (WMNs) when the objective function is to maximize the minimum throughput among all flows. For this, we first develop efficient and exact computational tools using column generation with greedy pricing that allow us to compute exact so- lutions for networks significantly larger than what has been pos- sible so far. We also develop very fast approximations that compute nearly optimal solutions for even larger cases. Finally, we adapt our tools to the case of proportional fairness and show that the en- gineering insights are very similar. Index Terms—Column generation, power control, rate adapta- tion, routing, scheduling, wireless mesh networks (WMNs). I. INTRODUCTION W IRELESS mesh networks (WMNs) such as IEEE802.16 [2] are seen as a promising alternative to other (wired) broadband access technologies. In order to offer high throughput, WMNs will have to be tightly managed. Once an operator has placed his mesh routers and his gateway to offer appropriate coverage to a set of end-users, he will need to engineer his WMN to maximize the network performance. This means choosing among a number of sometimes conflicting op- tions with complex interactions that can affect performance to various degrees. The main objective of this paper is to produce quantitative measures of the impact of these choices on the performance of networks of realistic sizes. We examine these issues in the centralized framework devel- oped in [3], where we assume that the position of the nodes, the flows, the interference, and propagation models are known at a central location where the optimal configuration is computed and
显示全部
相似文档