Practical Neighbor Discovery in Multi-carrier Ad Hoc Networks with Directional Antennas

Yunfeng Liu, Zebing Feng, Z. Feng
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引用次数: 1

Abstract

Neighbor discovery is a crucial step to establish links among the nodes in ad hoc network. Most existing researches on neighbor discovery are based on 1-way or 2-way handshake mechanism in single-carrier system, where nodes send 1-way or 2-way messages without getting acknowledgement from their neighbors. However, when the node scale becomes huge, the 1-way and 2-way handshake algorithms may increase the collision probability, which leads to a huge discovery time. In this paper, considering the multi-carrier system, we proposed a Multi-Hop Algorithm (MHA) to discover all the nodes using multiple 3-way handshake when the number of nodes is unknown beforehand. It can be applied in both the multi-hop and 1-hop scenario. Besides, the upper and lower bounds of the expected time to discover all the nodes are deduced. When there are four carriers in the system, the gap between the expected time and upper and lower bounds are only about 8.48% and 7.66%, respectively. It means that the theoretical bounds can serve as the effective guidance for the expected time. Through extensive simulations, we demonstrate that MHA can significantly decrease the expected time with the help of multi-carrier.
带有定向天线的多载波Ad Hoc网络中的实用邻居发现
邻居发现是自组织网络中节点间建立链路的关键步骤。现有的邻居发现研究大多基于单载波系统中的单向或双向握手机制,节点发送单向或双向消息而不需要得到邻居的确认。然而,当节点规模变得巨大时,单向和双向握手算法可能会增加碰撞概率,从而导致巨大的发现时间。本文针对多载波系统,提出了一种多跳算法(Multi-Hop Algorithm, MHA),在节点数量未知的情况下,通过多次3次握手发现所有节点。它既适用于多跳场景,也适用于单跳场景。此外,还推导了发现所有节点所需时间的上界和下界。当系统中有4个载体时,期望时间与上界和下界的差距仅为8.48%和7.66%左右。这意味着理论边界可以作为预期时间的有效指导。通过大量的仿真,我们证明了在多载波的帮助下,MHA可以显著降低期望时间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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