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连续相位调制的定时-频偏联合估计方法 被引量:1

Joint timing and carrier frequency estimation algorithm for continuous phase modulated
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摘要 针对连续相位调制信号的同步问题,研究了一种定时-频偏联合估计算法.算法分3步实现:(1)对接收基带信号差分并平方,得到四阶非线性变换值;(2)求其二阶统计量;(3)基于该统计量联合估计定时偏差和载波频偏.通过改变载波频偏值及参与二阶统计量计算的符号数,对定时同步及频偏估计性能进行研究.在加性高斯白噪声信道及Rice慢衰落信道下分别进行仿真.加性高斯白噪声信道仿真表明,算法在载波频偏达到15%符号率条件下仍有出色同步性能,当参与估计的符号数等于64时,定时偏差和频偏均方误差分别达到10-6及10-5以下;低信噪比不影响算法定时恢复性能.Rice慢衰落信道仿真表明,算法具有一定的抗衰落能力,适当改变Rice信道模型参数能提升其性能.算法采用非数据辅助方式及前馈结构,同步捕获快速,实现简单,适合于突发通信. A joint estimation algorithm of timing nization problem of continuous phase modulated and carrier frequency was presented to solve the synchrosignals. The algorithm was divided into three steps.(1) perform a fourth-order nonlinear transformation by differentiating and squaring the received baseband signal; (2) Calculate the second-order statistics of the transform value; (3) jointly estimate the timing recovery and carrier frequency based on the calculated statistics. By changing the carrier frequency and symbol numbers required for estimation, the algorithm performance was investigated. Simulation under additive white Gaussian noise(AWGN) channel shows, that in presence of a frequency drift as large as 15% symbol rate, the timing recovery error and mean square error of frequency estimation can decrease to 10^-6 and 10^-5 separately when using 64 symbols for estimation; and that the algorithm is robust under low signal-tonoise ratio circumstances. Simulation under Rician slow fading channel shows that the algorithm can stand such fading and improve its performance by changing channel parameters. The algorithm features with quick synchronization and easy implementation with non data-aided method and feedforward structure, and suits well for burst mode communications.
出处 《浙江大学学报(工学版)》 EI CAS CSCD 北大核心 2008年第3期456-459,共4页 Journal of Zhejiang University:Engineering Science
基金 国家自然科学基金资助项目(60602023) 国家"863"高技术研究发展计划资助项目(2006AA01Z273)
关键词 连续相位调制 联合估计 定时恢复 载波频偏估计 非数据辅助 continuous phase modulation joint estimation timing recovery carrier frequency estimation non data-aided method
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参考文献10

  • 1ANDERSON J B, AULIN T, SUNDBERG C E. Digital phase modulation[M]. New York: Plenum, 1986.
  • 2PROAKIS J G. Digital communications[M]. 4th ed. New York: McGraw Hill, 2005.
  • 3GARDNER F M. Interpolation in digital modems.Ⅰ. Fundamentals[J], IEEE Transactions on Communication, 1993, 41(3):501-507.
  • 4D'ANDREA A N, MENGALI U, MORELLI M. Symbol timing estimation with CPM modulation[J]. IEEE Transactions on Communication, 1996, 44(10): 1362- 1372.
  • 5MORELLI M, MENGALI U. Feedforward carrier frequency estimation with MSK-Type signals[J]. IEEE Communieatlons Letters, 1998, 2(8) :235 - 237.
  • 6ANDREA A N, GINESI A, MENGALI U. Frequency detectors for CPM signals[J]. IEEE Transactions on Communication, 1995, 43(234):1828 - 1837.
  • 7BIANCHI P, I.OUBATON P, SIRVEN F. On the blind estimation of the parameters of continuous phase modulated signals[J]. IEEE Journal on Selected Areas in Communications, 2005, 23 ( 5 ) : 944 - 962.
  • 8MEHLAN R, CHEN Yong-en, MEYR H. A fully digital feedforward MSK demodulator with joint frequency offset and symbol timing estimation for burst mode mo bile radio[J]. IEEE Transactions on Vehicular Technology, 1993, 42(4):434-443.
  • 9D'ANDREA A N, UMBERTO M, RUGGERO R. A digital approach to clock recovery in generalized minimum shift keying[J]. IEEE Transactions on Vehicle Technology, 1990, 39:227 - 234.
  • 10MASON L. Error probability evaluation of systems employing differential detection in a Rician fading environment and Gaussian noise[J]. IEEE Transactions on Communication, 1987, 35(1): 39-46.

同被引文献13

  • 1Barbieri A, Fertonani D,Colavolpe G. Spectrally ef- ficient continuous phase modulations [ J ]. IEEE Transactions on Wireless Communications, 2009, 8 (3) : 1564-1572.
  • 2Perotti A, Tarable A ,Benedetto S. Capacity-achie- ving CPM schemes[J]. IEEE Transactions on Infor- mation Theory, 2010 , 56 (4) : 1521-1541.
  • 3Han G, Marcus B. Asymptotic of entropy rate in special families of hidden Markov chains[J]. IEEE Transactions on Information Theory, 2010,56 ( 3 ) : 1287-1295.
  • 4Saleem S, Stuber G L. Trellis termination of Multi-h CPM and Diophantine frobenius problem [J]. IEEE Transactions on Communications, 2011, 59 (8) :2196-2205.
  • 5Mario E M,Kandukuri A. Non-data-aided paramet- ric and nonparametrie based carrier frequency esti- mators for burst GMSK communication systems[J]. IEEE Transactions on Instrumentation and Measure- ment, 2010,59 (7) : 1783-1792.
  • 6Sayak B. Reduced-complexity joint frequency, tim- ing and phase recovery for PAM based CPM receiv- ers[D]. Kansas: University of Kansas,2009.
  • 7Zhao Q, Staber G L. Robust time and phase syn- chronization for continuous phase modulation[J]. IEEE Transactions on Communications, 2006, 54 (10) : 1857-1869.
  • 8Perrins E, Rice M. PAM decomposition of M-ary Multi-h CPM[J]. IEEE Transactions on Communi- cations, 2005,53(12) : 2065-2075.
  • 9Wylie-green M P. A new finite series expansion of continuous phase modulated waveforms[J]. IEEE Transactions on Communications, 2007,55 (8) : 1547- 1556.
  • 10Pugh J,Brown C,Vigneron P. Preamble design and acquisition for CPM[J]. The International Society for Optical Engineering,2010,19(3) : 1338-1342.

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