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dBBlue

机译:蓝色

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This paper addresses the problem of scatternet formation for single-hop Bluetooth based ad hoc networks, with minimal communication overhead. We adopt the well-known structure de Bruijn graph to form the backbone of Bluetooth scatternet, hereafter called dBBlue, such that every master node has at most seven slaves, every slave node is in at most two piconets, and no node assumes both master and slave roles. Our structure dBBlue also enjoys a nice routing property: the diameter of the graph is O(log n) and we can find a path with at most O(log n) hops for every pair of nodes without any routing table . Moreover, the congestion of every node is at most O(log n), assuming that a unit of total traffic demand is equally distributed among all pair of nodes. We discuss in detail a vigorous method to locally update the structure dBBlue using at most O(log n) communications when a node joins or leaves the network. In most cases, the cost of updating the scatternet is actually O(1) since a node can join or leave without affecting the remaining scatternet. The number of nodes affected when a node joins or leaves the network is always bounded from above by a constant. To facilitate self-routing and easy updating, we design a scalable MAC assigning mechanism for piconet, which guarantees the packet delivery during scatternet updating. The dBBlue scatternet can be constructed incrementally when the nodes join the network one by one. Previously no method can guarantee all these properties although some methods can achieve some of the properties.
机译:本文解决了基于单跳蓝牙的ad hoc网络的分散网形成问题,并减少了通信开销。我们采用众所周知的结构 de Bruijn图形成蓝牙分散网的主干,以下称为 dBBlue ,这样每个主节点最多具有七个从节点,每个从节点最多存在两个微微网,并且没有节点同时担当主角色和从角色。我们的结构 dBBlue 也具有良好的路由特性:图的直径为O(log n),并且对于每对节点,我们都可以找到一条最多具有O(log n)跳的路径。路由表。此外,假设总流量需求的单位在所有节点对之间平均分配,则每个节点的拥塞最多为O(log n / n)。我们详细讨论了一种在节点加入或离开网络时最多使用O(log n)通信来本地本地更新结构 dBBlue 的有效方法。在大多数情况下,更新散点图的成本实际上为O(1),因为节点可以加入或离开而不会影响其余的散点图。当一个节点加入或离开网络时受影响的节点数始终由一个常数限制。为了便于自我路由和轻松更新,我们为微微网设计了可扩展的MAC分配机制,该机制可确保在分散网更新期间传递数据包。当节点一一加入网络时,可以逐步构建dBBlue分散网。以前,没有方法可以保证所有这些属性,尽管有些方法可以实现某些属性。

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