講演名 2011-12-15
A Stable Routing for Multi hop Cognitive Radio Mesh Networks
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抄録(和)
抄録(英) Routing is a challenging issue when dealing with multi-hop cognitive radio mesh networks (CRMNs). In this paper we consider the effect of the spectrum heterogeneity on the routing of CRMNs. We observe that a cognitive radio network topology and its connectivity are highly influenced by the behavior of the primary users. For this reason the conventional routing metric is not well suited for the cognitive radio networks. We present a new routing metric for the cognitive radio networks, which find a stable route towards the destination node. In the graph theory the second smallest Laplacian eigenvalue, represents the algebraic connectivity of the graph. We use the second smallest eigen value in the proposed routing metric to select a stable route. This provides a unique metric that captures network connectivity, path length and activity of primary users. Our goal is to maximize the secondary network throughput by choosing the stable route between the source and the destination. We study the performances of the proposed routing scheme in terms of secondary throughput and end to end delay. It shows that the proposed routing scheme enhances the network throughput and reduces the end-to-end delay compared to the conventional routing scheme with hop-count routing metric.
キーワード(和)
キーワード(英) Cognitive Radio / Secondary User / Primary user / routing metric / Multi-hop cognitive radio mesh network / Primary exposed node / Primary hidden node
資料番号 NS2011-127,RCS2011-240
発行日

研究会情報
研究会 NS
開催期間 2011/12/8(から1日開催)
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テーマ(和)
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委員長氏名(和)
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副委員長氏名(和)
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講演論文情報詳細
申込み研究会 Network Systems(NS)
本文の言語 ENG
タイトル(和)
サブタイトル(和)
タイトル(英) A Stable Routing for Multi hop Cognitive Radio Mesh Networks
サブタイトル(和)
キーワード(1)(和/英) / Cognitive Radio
第 1 著者 氏名(和/英) / Shamsad Parvin
第 1 著者 所属(和/英)
Advanced Wireless Communication Research Center (AWCC), The University of Electro-Communications
発表年月日 2011-12-15
資料番号 NS2011-127,RCS2011-240
巻番号(vol) vol.111
号番号(no) 344
ページ範囲 pp.-
ページ数 6
発行日