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单比特IR-UWB接收机的频域线性均衡 被引量:2

Frequency domain linear equalization for single bit IR-UWB receiver
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摘要 针对数字化脉冲无线电接收机的高复杂度和模拟数字转换器件的高要求,提出一种单比特采样量化的脉冲无线电接收机频域线性均衡方法.该方法在接收端采取频域线性均衡,降低接收机复杂度,同时有效地消除符号间干扰.最后,通过数学推导给出其均衡性能的闭式表达式.性能分析和仿真结果均表明,频域线性均衡方法在高速脉冲无线电系统中能够有效地消除多径干扰和收集多径能量,进而消除符号间干扰,较大地提升了单比特量化接收机的系统性能. Digital implementation of impulse radio receivers is highly complex,and requires analog to digital convertors to operate at an extremely high speed.A better method for frequency domain linear equalization was proposed,which was based on single-bit quantization.Because of linear processing,and frequency domain equalizing the receiver effectively reduces the complexity and inter-symbol interference.The closed-form expression of the performance that employed the frequency domain linear equalizer was also given.Simulation and performance analysis show that the proposed method maintains a good performance with an easy implementation in dense multipath environments.
出处 《中国科学技术大学学报》 CAS CSCD 北大核心 2010年第3期306-312,共7页 JUSTC
基金 国家自然科学基金(60802008) 中国高技术研究发展(863)计划(2007AA01Z2B2)资助
关键词 单比特量化采样 脉冲无线电 频域均衡器 single-bit quantization impulse radio frequency domain equalizer
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参考文献10

  • 1Win M Z, Scholtz R A. Impulse radio: How it works [J]. IEEE Communications Letters, 1998, 2(2): 36-38.
  • 2Walden R H. Analog-to-digital converter survey and analysis[J]. IEEE Journal on Selected Areas in Communications, 1999,17(4):539-550.
  • 3Franz S, Mitra U. Quantized UWB transmitted reference systems[J]. IEEE Transactions on Wireless Communications, 2007,6(7):2 540-2 550.
  • 4Hoyos S, Sadler B M, Arce G R. Monobit digital receivers for ultrawideband communications [J]. IEEE Transactions on Wireless Communications, 2005, 4 (4): 1 337-1 344.
  • 5Dabeer O, Singh J, Madhow U. On the limits of communication performance with one-bit analog-to- digital conversion [C]//IEEE 7th Workshop on Signal Processing Advances in Wireless Communications, 2006. IEEE, 2006, 1:1-5.
  • 6Nielsen J. UWB impulse radio receiver based on single hit quantization[ J]. Wireless Personal Communications, 2007, 43(2):369-388.
  • 7Parihar A, Lampe L, Schober R, et al. Equalization for DS-UWB systems Part Ⅰ: BPSK modulation [J]. IEEE Transactions on Communications, 2007, 55 (6) : 1 164-1 173.
  • 8Falconer D, Ariyavisitakul S L, Benyamin-Seeyar A, et al. Frequency domain equalization for single-carrier broadband wireless systems [ J]. IEEE Communications Magazine, 2002,40(4) : 58-66.
  • 9Behravan A, Eriksson T. Analysis of distortion in a memoryless bandpass nonlinearity [C]// Proc Nordic Radio Symposium 2004. IEEE, 2004.
  • 10Proakis J G.数字通信[M].张力军,张宗橙,郑宝玉,等译.四版.北京:北京电子工业出版社,2003.

同被引文献24

  • 1S. Hoyos, B. M. Sadler, and G. R. Arce. Monobit digital receivers for uhrawideband communications [ J ]. IEEE Transactions on Wireless Communication, 2005, 4 (4) : 1337 - 1344.
  • 2A. N. D'Andrea, U. Mengali and Reggianni. The Modified Cramer- Rao bound and its application to synchronization problems [ J ]. IEEE Transactions on Communication, 1994, 42(2) : 1391 - 1399.
  • 3Bussgang J J. Cross - Correlation Functions of Amplitude Distorted Gaussian Signals [ J ]. Reserch Lab of Electronics Technical Report, 1952, 216(3) : 1 - 14.
  • 4Zheng yuanjin, Cao rui, Lian Yong. A new synchronization algorithm for uwb impluse radio communication systems[C]. IEEE ICC, 2004:25 -29.
  • 5Jian Zhang, Rodney A. Kennedy, Thushara D. Abhayapala. Cramer - Rao lower bounds for the synchronization of uwb signals [ J ]. EURASIP Journal on applied signal processing, 2005, 3:426-428.
  • 6Shinichi Tachikawa. A novel delay locked loop for IRUWB[C]. IEEE VTC,2004:273 -277.
  • 7Chee -Cheon Chui, Robert A. Scholtz. Optimizing tracking loops for uwb monocycles[ C]. IEEE UWBST, 2002 : 425 - 430.
  • 8Sinan Gezici, Eran Fishler. A rapid acquistion technique for impulse radio [ C ]. IEEE PACRIM, 2003 : 627 - 630.
  • 9Ismail Giivenc, Huseyin Arslan. Performance evalution of uwb systems in the presence of timing jitter[ C]. IEEE UWBST, 2003 : 136 - 141.
  • 10Harry L. Van Tres. Detection, Estimation, and Modulation Theory [ M ]. New York : John Wiley& Sons, 1968.

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