认知无线Mesh网络中满足QoS的高吞吐量安全路由协议

doi:10.11959/j.issn.1000-436x.2014.11.008

摘要/Abstract

摘要：

提出了一种综合考虑链路安全、链路冲突、链路可靠度与链路可用带宽的路由判据SIEB。SIEB包括链路安全和链路性能2个方面，在SIEB的链路安全权值计算中，为了抵御各种洞攻击，提出了基于两跳邻居反馈出的链路信任值计算方法。在此基础上，提出了链路安全权值计算算法LSWC和链路性能权值计算算法LSPC，提了分布式满足QoS约束的路由协议SIEBP，SIEBP的目标是：构造安全的路由路径，并且最大化网络吞吐量。仿真吐量。结果表明，SIEBP能达到预定目标，构造的路径能抵御黑洞、灰洞、虫洞等攻击，并且获得了较高的网络吞

关键词: 认知无线Mesh网络, 安全路由, 链路冲突, 链路可用带宽, 路径可靠度

Abstract:

A routing metric SIEB which includes link security，link conflict，link reliability and link available bandwidth was proposed.The SIEB includes link security and link performance two aspects.In order to resist various hole attack，the link trust value based on two hop neighbor feedback is computed in link security weight computing of SIEB.On this basis，a link security weight computing algorithm LSWC and a link performance weight computing algorithm LSPC were proposed，and a distributed routing protocol SIEBP with QoS constraints in cognitive wireless Mesh network was proposed.Finding safety routing path and maximizing the network throughput are the objective of SIEBP.Simulation results show that SIEBP routing protocol can achieve expectation goal.It can not only find safety routing path which can resist black hole attack，gray hole attack and worm hole attack，but also obtain a higher network throughput.

Key words: cognitive wireless Mesh network, secure routing, link conflict, link available bandwidth, link reliability

邝祝芳,陈志刚,王国军,刘蕙. 认知无线Mesh网络中满足QoS的高吞吐量安全路由协议[J]. 通信学报, 2014, 35(11): 69-80.

Zhu-fang KUANG,Zhi-gang CHEN,Guo-jun WANG,Hui LIU. Secure and high throughput routing protocol with QoS constraints in cognitive wireless Mesh networks[J]. Journal on Communications, 2014, 35(11): 69-80.

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(u，v)	K_u∩K_v	B^k(u，v)ψ
(S，A)	{3}	B ³(S，A) 24ψ =
(A，B)	{1，3}	B1(A，B) 20ψ = ，B³(A，B)ψ =24
(A，J)	{3}	B ³(A，J) 24ψ =
(A，X)	{1，3，5}	B1(A，X) 20ψ = ，B³(A，X)ψ =24，
		B ⁵(A，X) 35ψ =
(B，K)	{1，3}	B1(B，K) 20ψ = ，B³(B，K)ψ =24
(J，K)	{3}	B ³(J，K) 24ψ =
(K，D)	{5}	B ⁵(K，D) 35ψ =

γ_i=(s_i，d_i，b_i)	是否存在攻击节点	路径
(S，D，10)	不存在	S→ ³A→1 B→³K→5 D
(S，D，10)	存在	S→ ³A→5 X →⁵K→5 D

SW ^k(v，w)	SW (v，w)
SW ¹(v，w)=0.3
SW ²(v，w)=0.9	SW (v，w)=0.7
SW ⁴(v，w)=0.9