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二阶四阶矩算法在信道认知中的应用 被引量:2

Application of SNR Estimation Algorithm Using Second-order and Fourth-order Moments in Channel Cognition
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摘要 信噪比是通信信号处理中的一个重要参数,目前许多前沿的技术都以信噪比估计为基础,通过其得到信道的先验信息来获得最佳性能。准确的信噪比估计,保证了通信的质量。二阶四阶矩(M2M4)信号信噪比估计算法是一种常用的盲估计算法,通过对M2M4算法进行分析,并为了便于FPGA实现做了适当简化。通过一套完整的硬件系统,对算法进行了验证,证明了算法的正确性。 SNR (Signal-to-Noise Ratio) is an important parameter in communication signal processing and many advanced algo- rithms need this information to obtain optimal performance. Accurate SNR estimation leads to reliable communication. Algorithm of sec- ond-order and fourth-order moments (M2M4) is a useful algorithm for SNR estimation. Based on research on M2M4,a simplified algo- rithm is proposed for hardware implementation. Finally,the algorithm is tested based on a hardware suit,and it is shown that the pro- posed algorithm is correct.
出处 《无线电工程》 2013年第10期43-46,共4页 Radio Engineering
关键词 信噪比 M2M4 盲估计 FPGA signal-to-noise ratio second-order and fourth-order moments blind estimation FPGA
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  • 1WIESEL A, GOLDBERG J, MESSER H. Non-data-aided Signal-to-noise-ratio Estimation [ J]. Communications. ICC 2002. IEEE International Conference on 2002 ( 1 ) : 197 -201.
  • 2BENEDICT T R, SOONG T T. The Joint Estimation of Signal and Noise from the Sum envelope[ J]. IEEE Trans. Inform. Theory, 1967,13 ( 7 ) :447 - 454.
  • 3MATZNER R. An SNR Estimation Algorithm for Complex Baseband Signals Using Higher Order Statistics [ J]. Fac- ta U niversitatis (Nis) , 1993 ( 6 ) :41 - 52.
  • 4PAULUZZI D R. BEAULIEU N C. A Comparison of SNR Estimation Techniques for the AWGN Channel [ J ]. IEEE Trans. on Communications ,2000,48(10) :10 - 13 .
  • 5MATZNER R, ENGLEBERGER F. An SNR Estimation Algorithm Using Fourth-order Moments [J]. IEEE Int. Syrup. Information Theory, Trondheim, Norway, 1994 ( 6 ) : 116-119.
  • 6MATZNER R. , ENGLEBERGER F. Analysis and Design of a Blind Statistical SNR Estimator [ C]//AES 102nd Convention, Miinchen, Germany, 1997 : 12 - 16.

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