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異步帶限D(zhuǎn)S-CDMA系統(tǒng)在多徑衰落信道下的子空間時延序貫估計算法

程云鵬 蔡躍明

程云鵬, 蔡躍明. 異步帶限D(zhuǎn)S-CDMA系統(tǒng)在多徑衰落信道下的子空間時延序貫估計算法[J]. 電子與信息學(xué)報, 2001, 23(11): 1195-1203.
引用本文: 程云鵬, 蔡躍明. 異步帶限D(zhuǎn)S-CDMA系統(tǒng)在多徑衰落信道下的子空間時延序貫估計算法[J]. 電子與信息學(xué)報, 2001, 23(11): 1195-1203.
Cheng Yunpeng, Cai Yueming. SUBSPACE-BASED TIME DELAY SEQUENTIAL ESTIMATION ALGORITHM FOR ASYNCHRONOUS BANDLIMITED DS-CDMA SYSTEMS IN MULTIPATH FADING CHANNELS[J]. Journal of Electronics & Information Technology, 2001, 23(11): 1195-1203.
Citation: Cheng Yunpeng, Cai Yueming. SUBSPACE-BASED TIME DELAY SEQUENTIAL ESTIMATION ALGORITHM FOR ASYNCHRONOUS BANDLIMITED DS-CDMA SYSTEMS IN MULTIPATH FADING CHANNELS[J]. Journal of Electronics & Information Technology, 2001, 23(11): 1195-1203.

異步帶限D(zhuǎn)S-CDMA系統(tǒng)在多徑衰落信道下的子空間時延序貫估計算法

SUBSPACE-BASED TIME DELAY SEQUENTIAL ESTIMATION ALGORITHM FOR ASYNCHRONOUS BANDLIMITED DS-CDMA SYSTEMS IN MULTIPATH FADING CHANNELS

  • 摘要: 該文提出了適合于異步DS-CDMA系統(tǒng)在多徑衰落信道下的子空間時延序貫估計算法,稱為MUSIC-SEA算法。該算法引入了序貫估計思想,將已估時延信息融入后續(xù)時延估計過程中,整個時延估計過程為:首先估計噪聲子空間,然后依次對每個時延進行粗略估計和精確搜索。給出了MUSIC-SEA算法的迭代執(zhí)行方法,并進行了性能分析和計算機仿真。結(jié)果表明,MUSIC-SEA算法能有效除去多徑間的相互影響,提高時延正確估計概率和時延估計精度。
  • E.G. Strom, S. Parkvall, S. L. Miller, et al., Propagation delay estimation in asynchronous DS-CDMA systems, IEEE Trans. on Commun., 1996, COM-44(1), 84-93.[2]T. Ostman, S. Parkvall, B. Ottersten, Analysis of an improved MUSIC algorithm for estimation of time delays in asynchronous DS-CDMA systems, available by URL:http:∥www.kth.se/s3/signal/ INDEX.html.[3]T. Ostman, B. Ottersten, Near far robust time delay estimation in asynchronous bandlimited DS-CDMA systems, available by URL:http:∥ www.kth.se/s3/signal/INDEX.html.[4]Cheng Yunpeng, Cai Yuemin, User recognition and time delay estimation with near far robustfor asynchronous bandlimited DS-CDMA systems, in Fifth Asia-Pacific Conference on Communications and Fourth Optoelectronic and Communications Conference(APCC/OECC99), Bei.jing,1999, 508-512.[5]E.G. Strom, S. Parkvall, S. L. Miller, et al., DS-CDMA synchronization in time varying fadingchannels, IEEE J.on SAC, 1996, SAC-14(10), 1636-1642.[6]S.K. Oh, C. K. Un, A sequential estimation approach for performance improvement ofeigenstructure-based methods in array processing, IEEE Trans. on SP, 1993, SP-41(1), 457-463.[7]M. Bhandary, Detection of the number of signals in the presence of white noise in decentralizedprocessing, IEEE Trans. on SP, 1998, SP-46(3), 800-803.[8]陳寶林,著,最優(yōu)化理論與算法,北京,北京大學(xué)出版社,1989,第五章[9]T. Ostman, On the bounds of performance in communication system, available bvURL:http:∥www.kth.se/s3/signal/INDEX.html.
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出版歷程
  • 收稿日期:  1999-11-01
  • 修回日期:  2000-05-30
  • 刊出日期:  2001-11-19

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