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An adjustable structure for topology control in wireless ad hoc networks

机译:无线ad hoc网络中用于拓扑控制的可调结构

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In wireless ad hoc networks, the resources, such as energy, computation power, bandwidth and etc, available to each node are scare. Thus to improve the overall performance, the expenditures from the network operations should be balanced through the entire topology. One approach of solving such a problem is to keep the maximum node degree among all nodes as less as possible. However, a node having lower degree often prevents it from choosing better routes consuming less power between two ends. Therefore, a tradeoff is between the maximum node degree and the energy efficiency. In this paper we propose an adjustable structure, named r-neighborhood graph, to construct the topology of wireless ad hoc networks. The maximum node degree and energy efficiency of the topology can be adjusted through a parameter r, 0 /spl les/ r /spl les/ 1. Theoretic results show there must be some r's such that the worst maximum node degree and the power stretch factor are bounded separately. The connectivity and planarity of the proposed structure are also guaranteed.
机译:在无线自组织网络中,每个节点可用的资源(例如能量,计算能力,带宽等)是稀缺的。因此,为了提高整体性能,应该在整个拓扑结构中平衡网络操作的支出。解决该问题的一种方法是使所有节点之间的最大节点度尽可能地小。但是,度数较低的节点通常会阻止其选择在两端之间消耗较少功率的更好的路由。因此,要在最大节点度和能量效率之间进行权衡。在本文中,我们提出了一种可调整的结构,称为r邻域图,以构造无线自组织网络的拓扑。拓扑的最大节点度和能量效率可以通过参数r 0 / spl les / r / spl les / 1进行调整。理论结果表明必须存在一些r,使得最大节点度和功率拉伸因子最差分别限制。所提出的结构的连通性和平面性也得到了保证。

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