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Delaunay Triangulation and st-numbering in Wireless Sensor Network topology

机译:无线传感器网络拓扑中的Delaunay三角剖分和st编号

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Significant advances have been made in Wireless Sensor Networks (WSN)s over the last decade. The advances in wireless communication and electronics have enabled the deployment of low-cost, low-power, multifunctional smart sensor nodes that are small in size and communicate in short distance. Energy-efficiency is one of the major concerns in wireless sensor networks since it impacts the network lifetime and performance. Network topology plays a very important role in determining quality of service of wireless sensor network because sensor nodes are remotely deployed in ad-hoc manner. For routing and information processing it is important to know the topological relationship of the network nodes. In this paper, we proposed a topology generation algorithm using Almost Delaunay Triangulation (ADT) which is power efficient. To obtain better performance in a wireless sensor network, it is important to have unique id of the nodes which can be achieved from the node numbering. So, we proposed st-numbering for assigning IDs to the nodes. This paper also presents the total complexity of generating the topology as well as assigning ID to them.
机译:在过去的十年中,无线传感器网络(WSN)取得了重大进步。无线通信和电子技术的进步使部署低成本,低功耗,多功能,智能传感器节点成为可能,这些节点体积小且可以进行短距离通信。能源效率是无线传感器网络中的主要问题之一,因为它会影响网络的寿命和性能。网络拓扑在确定无线传感器网络的服务质量中起着非常重要的作用,因为传感器节点以自组织方式远程部署。对于路由和信息处理,了解网络节点的拓扑关系很重要。在本文中,我们提出了一种使用高效DeAlunay三角剖分(ADT)的拓扑生成算法。为了在无线传感器网络中获得更好的性能,重要的是要拥有可以通过节点编号实现的唯一节点ID。因此,我们建议使用st编号为节点分配ID。本文还介绍了生成拓扑以及为其分配ID的总复杂性。

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