期刊文献+

基于IC着色的认知差分跳频系统多址原理 被引量:8

Cognitive Radio and IC-Colorings Based Multiple Access Algorithm for Differential Frequency Hopping Network
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摘要 本文将认知无线电(cognitive radio,CR)和图论引入差分跳频(differential frequency hopping,DFH)网络,提出基于IC着色和干扰温度模型的认知差分跳频多址(IC-ITMA)原理,用IC着色与干扰温度理论控制网内用户的发射行为,网内各发射机在接收机处产生的干扰温度正交.接收机根据测得的干扰温度来区分它们,使之达到区分预期信号和干扰信号的目的.仿真结果表明,该方法较传统差分跳频网络可以显著提高抗多址干扰性能. The cognitive radio technology is introduced in DFH,and the IC-ITMA algorithm is proposed. This algorithm is based on the interference temperature model,the IC-colorings and IC-indices of graphs. In short,the interference temperatures on the detection trellis at the receiving antenna,which are caused by the transmitters,are restricted and measured by the receiver. The transmitters can be distinguished by the dissimilar values of the interference temperatures. The maximal IC-coloring method is used to compute the predisposed value of each user's interference temperature. The scenario simulations of the IC-ITMA based DFH network and the traditional DFH are performed,respectively. The results show that the IC-ITMA DFH can obtain favorable network performance.
出处 《武汉大学学报(理学版)》 CAS CSCD 北大核心 2010年第4期478-482,共5页 Journal of Wuhan University:Natural Science Edition
基金 国家自然科学基金重点资助项目(60832006)
关键词 认知无线电 差分跳频 IC着色 干扰温度 cognitive radio(CR) differential frequency hopping(DFH) IC-colorings interference temperature
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  • 1Herrick D L, Lee P K. CHESS a new reliable high speed HF radio[C]//Proceedings of the 1996-15th Annual Military Communications Conference. Washington D C: IEEE, 1996 : 684-690.
  • 2Mills D G,Edelson G S,Egnor D E. A multiple access differential frequency hopping system [C]//Proceedings of MILCOM 2003 IEEE Military Communications Conference. Monterey: Institute of Electrical and Electronics Engineers Inc, 2003 : 1184-1189.
  • 3Chen Z, Li S, Dong B. Synchronous multi-user performance analysis of differential frequency hopping system over rayleigh-fading channels[C]//Proceedings of ITST 2006 6th International Conference on ITS Telecommunications. Chengdu: Institute of Electrical and Electronics Engineers Inc, 2007 : 590-595.
  • 4Mitola III J,Maguire Jr G Q. Cognitive radio: Making software radios more personal [J]. IEEE Personal Communications, 1999,6(4) : 13-18.
  • 5Mitola III J. Cognitive radio :An integrated agent architecture for software defined radio [D]. Royal: Royal Institute of Technology, 2000.
  • 6Haykin S. Cognitive radio: Brain-empowered wireless communieations[J]. IEEE Journal on Selected Areas in Communications ,2005,23(2) :201-220.
  • 7Seelig F W. A description of the August 2006 XG demonstrations at fort AP hill [C]//Proceedings of IEEE Dyspan 2007. Burlington: Institute of Electrical and Electronics Engineers Inc,2007:1-12.
  • 8Mchenry M, Livsics E, Nguyen T,et al. XG dynamic spectrum access field test results (topics in radio communications) [J]. IEEE Communications Magazine, 2007,45(6) : 51-57.
  • 9Yi S, Hou Y T. A distributed optimization algorithm for multi-hop cognitive radio networks[C]//Proceedings of I NFOCOM 2008:27th IEEE Communications Society Conference on Computer Communications. Phoenix:Institute of Electrical and Electronics Engineers Inc, 2008: 1966-1974.
  • 10Shu T,Krunz M. Coordinated channel access in cognitive radio networks: A multi-level spectrum opportunity perspective[C]//Proceedings of INFOCOM 2009 : 28th IEEE Communications Society Conference on Computer Communications. Rio de Janeiro: Institute of Electrical and Electronics Engineers Inc, 2009 : 2976- 2980.

同被引文献39

  • 1徐保根.关于连通图的IC-着色[J].华东交通大学学报,2006,23(1):134-136. 被引量:9
  • 2Bondy J A, Murty U S R. Graph throry[M]. Berlin: Springer, 2008.
  • 3Alter R, Bmett J A. A postage stamp problem[J]. Amer Math Monthly, 1980, 87 : 206-210.
  • 4Heimer R L, Langenbach H. The stamp problem[J]. J Recreational Math, 1974, 7: 235-250.
  • 5Lunnon W F. A postage stamp problem[J]. Comput J, 1969, 12: 377-380.
  • 6Penrice S G. Some new graph labeling problems: a preliminary report [J]. D1MACS Technical Reports, 1995, 99 ( 26 ) : 1-9.
  • 7Salehi E, Lee S, Khatirinejad M. IC-colorings and 1C-indices of graphs[J]. Discrete Mathematics, 2005, 299:297-310.
  • 8Shiue Chinlin, Fu Hunglin. The IC-indices of complete bipartite graphs[J]. Electronic Journal of Combinatorics, 2008, 15:43.
  • 9徐保根.图的控制理论[M].北京:科学出版社,2006:33-37.
  • 10Alter R, Brnett J A. A postage stamp problem [J]. Amer. Math. Monthly., 1980, 87: 206-210.

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