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基于子频带性能分析的小波包树选择性研究 被引量:2

Optimal Wavelet Packet Tree with Performance of Subchannels
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摘要 该文基于小波包调制系统在不同信道中各子带的传输性能的研究,从信道对小波包调制系统传输性能影响的角度,利用对满树调制结构的剪枝合并,探讨与频率选择性信道相匹配的小波包调制结构。仿真表明所选择的小波包树结构,不仅保证了小波包调制系统的传输性能,具有更简单的结构模式,而且具备数据多速率传输的特性。 In this paper,the bit error rate(BER) performance of the subchannels of wavelet packet modulation(WPM) in different channel types is analyzed.Based on analysis of channel character,an optimum wavelet packet tree in the frequency selective fading(FSF) channel is achieved by implementing tree pruning for the full wavelet packet tree.The simulation results indicate that this optimum wavelet packet tree has good BER performance and simple structure,as well as has the multirate diversity.
出处 《杭州电子科技大学学报(自然科学版)》 2009年第5期70-74,共5页 Journal of Hangzhou Dianzi University:Natural Sciences
基金 浙江省自然科学基金资助项目(Y1080238) 浙江省大学生创新创业孵化资助项目(ZX090702016)
关键词 小波包调制 小波包树结构 子带 剪枝合并 wavelet packet modulation wavelet packet tree subchannel tree pruning
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  • 1Wornell G W. Emerging applications of multirate signal processing and wavelets in digital communications [ J ]. Proc of the IEEE, 1996, 84(4) : 586-603.
  • 2Lindsey A R. Wavelet packet modulation for orthogonally multiplexed communication [ J ]. IEEE Trans on Signal Processing, 1997, 45(5) :1336-1339.
  • 3Wong K M, Davidson T N, Jin Q, et al. Performance of wavelet packet-division multiplexing in impulsive and Gaussian noise[J]. IEEE Trans on Communications, 2000,48(7) :1083-1086.
  • 4Van Bouwel C, Potemans J, Schepers S, et al. Wavelet packet based muhicarrier modulation [ C ] //IEEE Benelux Chapter on Vehicular Technology and Communications. Leuven, Belgium, 2000: 131-138.
  • 5Yang Weimin, Bi Guangguo. A multirate wireless transmission system using wavelet packet modulation [ C ] //Proc of IEEE VTC' 97. Phoenix, AZ, 1997 : 368-372.
  • 6TI Corporation. TMS320C6701 Floating-Point Digital Signal Processor[Z]. Dallas: TI Corp, 2000,
  • 7TI Corporation. TMS320C6000 Programmer' s Guide [ Z ].Dallas: TI Corp, 2002.
  • 8Weinstein S, Ebert P. Data transmission by frequency division multiplexing using the discrete Fourier transform. IEEE Trans. on Communications, 1971, 19(5): 628 - 634.
  • 9Bingham J A C. Multicarrier modulation for data transmission:An idea whose time has come. IEEE Communications Magazine,1990, 28(5): 5 - 14.
  • 10Wong K M, Wu J F,division multiplexing Davidson T N, Jin Q. Wavelet packet and wavelet packet design under timing error effects. IEEE Trans. on Signal Processing, 1997, 45(12)2877 - 2890.

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同被引文献13

  • 1余志卫,唐向宏,申传朋,李双霞.基于消减PAPR的小波包调制结构的研究[J].杭州电子科技大学学报(自然科学版),2010,30(2):32-36. 被引量:5
  • 2Lindsey A R.Wavelet packet modulation:a generalized methodfor orthogonally multiplexed communications.IEEE 27thSoutheastern Symposium on System Theory,Starkville,MS,USA,1995:392~396.
  • 3Gao Xingxin,Lu Mingquan,Feng Zhenming.Optimal waveletpacket based multicarrier modulation over multipath wirelesschannels.International Conference on Communications,Circuitsand Systems and West Sino Expositions,Chengdu,China,2002:313~317.
  • 4Daly D,Heneghan C,Fagan A.Optimal wavelet packetmodulation under finite complexity constraint.IEEE IntConference Acoust,Speech,Signal Process(S1520-6149),Orlando,FL,USA,2002,3(5):2 789~2 792.
  • 5Volkan Kumbasar,Oguz Kucur.Searching better wavelet packet tree for ISI and ICI reduction in WOFDM.Wireless Telecommunications Symposium,Prague,IEEE,2009:1~4.
  • 6Daubechies I.Ten lectures on wavelets.CBMS-NSF Regional Conference,Series in Applied Mathematics,1992:194~202,258~261.
  • 7邓善征,茹乐,杜兴民,杨航.小波包调制树优选简易算法[J].系统仿真学报,2007,19(20):4759-4761. 被引量:7
  • 8Lindsey A R. Wavelet packet modulation for onhogonally multiplexed communication [J]. IEEE Transactions on Signal Processing (S1053-587X), 1997, 45(5): 1 336-1 339.
  • 9仲伟志郭庆.顾学j巨自适应WPM抗干扰系统中的WPT优选算法研究[J].哈尔滨工业大学学抿2010,42(5):727-731.
  • 10GAO Xingxin, LU Mingquan. Optimal Wavelet Packet based Multicarrier Modulation over Multipath Wireless Channels [C]// Communications, Circuits and Systems and West Sino Expositions, IEEE International Conference. USA: IEEE, 2002, vol. h 313-317.

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