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An Algorithm Design of Inter-satellite Routing Based on Fibonacci Heap

机译:基于斐波那契堆的星际路由算法设计

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As the satellites are limited by the deficient hardware resources and the difficulty of upgrading, the application of inter-satellite dynamic routing has been restricted. Meanwhile, the rapid changes of the satellites dynamic network topology caused by satellites' high-speed movement require a highly efficient static routing algorithm. By fully considering the characteristics of sparse edges of the satellite network, an inter-satellite routing algorithm obtaining a good time boundary is analyzed and proposed in this paper based on Fibonacci heap. Firstly, this paper introduces an inter-satellite network topology by using walk constellation and describes the network with the nod-arc-directed line mode. Further, to improve the Dijkstra algorithm, a method implementing the priority queue whose node value can be decreased is proposed. By analyzing the complexity of the algorithm and comparing different simulation results, this paper proves that the remarkable improvement in the conveniences and efficiency for the inter-satellite routing can be achieved through Dijkstra algorithm by using Fibonacci heap structure.
机译:由于卫星受到硬件资源不足和升级困难的限制,卫星间动态路由的应用受到了限制。同时,由卫星的高速运动引起的卫星动态网络拓扑的快速变化,需要一种高效的静态路由算法。本文充分考虑了卫星网络稀疏边缘的特点,分析并提出了一种基于斐波那契堆的卫星间路由算法,该算法具有良好的时间边界。首先,本文介绍了一种利用步行星座的星际网络拓扑结构,并描述了以点弧定向线模式运行的网络。此外,为了改进Dijkstra算法,提出了一种实现可以减小节点值的优先级队列的方法。通过分析算法的复杂性并比较不同的仿真结果,证明通过使用斐波那契堆结构的Dijkstra算法可以显着提高卫星间路由的便利性和效率。

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