Analysis of signal-to-noise ratio estimation algorithms based on inphase and quadrature components of the received signal
Radio engineering
Аuthors
1*, **, 21. Moscow Aviation Institute (National Research University), 4, Volokolamskoe shosse, Moscow, А-80, GSP-3, 125993, Russia
2. Organization « Topcon Positioning Systems», 7, Derbenevskaya naberezhnaya, building 22, Moscow, 115114, Russia
*e-mail: serkinfb@list.ru
**e-mail: N.Vazhenin@mai.ru
Abstract
Signal-to-noise ratio estimation plays significant role in state of art communication, navigation and location systems. Signal-to-noise ratio affect performance of these systems and its estimation can be used to control systems and adopt its characteristics for various conditions. The paper presents a comparative analysis of various signal-to-noise estimation algorithms. These algorithms based on quadrature components of the received signal. Considered the quality of operation of these algorithms in two cases: when the phase synchronization has zero error, and when there is a various fixed error. All considered algorithms can be divided into two categories: based on in-phase and quadrature components itself and based on received signal vector length. Analysis performed for channel with additive white Gaussian noise and binary phase shift keying modulation. MATLAB/Simulink software used to simulate realizations of algorithms in described specific environment. Algorithms accuracy analysis obtained for 10% maximum error. The results of the work can be concluded as follows: all considered algorithms have estimation errors for signal-to-noise ratio of less than 10 dB; the minimum level of these errors can be achieved with algorithm (2.31); algorithms, that are effective in the presence of phase synchronization error, and algorithms, that are effective in the case of zero phase synchronization error, can be selected; algorithms based on received signal vector length are resistant to phase synchronization errors, but they have highest errors in less than 10 dB area.
Keywords:
signal-to-noise estimation, simulation, MATLAB/SimulinkReferences
-
Cioffi J.M., Chapters for Classic EE379 Series Courses, Chapter 1, Stanford University, Winter Quarter 2007-2008, http://web.stanford.edu/group/cioffi/book/
-
Levin B.R. Teoriya sluchainykh protsessov i ee primenenie v radiotekhnike (Theory of random processes and its application to radio), Sovetskoe Radio, Moscow, 1960, 496 p.
-
D. R. Pauluzzi, N. C. Beaulieu, A comparison of SNR estimation techniques for the AWGN channel, IEEE Transactions on Communications, VOL. 48, NO. 10, October 2000, p.1681-1691.
-
Harris F., Dick C., SNR estimation techniques for low SNR signals, 15th International Symposium on Wireless Personal Multimedia Communications (WPMC), Taipei, Taiwan, 2012, p.276-280.
-
Gonorovskii I.S. Radiotekhnicheskie tsepi i signaly (Radio circuits and signals), Moscow, Radio i svyaz’, 1986, 512 p.
-
Sklyar B. Tsifrovaya svyaz’. Teoreticheskie osnovy i prakticheskoe primenenie (Digital Communications: Fundamentals and Applications), Moscow, Williams, 2003, 1104 p.
-
Benedict T. R., Soong T.T., The Joint Estimation of Signal and Noise from the Sum Envelope, IEEE Transactions on Information Theory, Vol. IT-13, No. 3, July 1967, p.447-454.
-
Matzner R., Englberger F., An SNR Estimation Algorithm Using Fourth-Order Moments, Institute for Commun. Engineering ET3, Federal Armed Forces University Munich, 85577 Neubiberg, Germany, IEEE, 1994.
-
Trachanas I., Fliege N.J., A Novel Phase Based SNR Estimation Method for Constant Modulus Constellations, 3rd International Symposium on Communications, Control and Signal Processing, 2008, ISCCSP 2008, 12-14 March, p. 1179-1183.
-
Ijaz A., Awoseyila A.B., B.G. Evans, Improved SNR estimation for BPSK and QPSK signals, Electronic Letters 30th July 2009, Vol. 45, No. 16, p.858-859.
-
Wiesel A., Goldberg J., Messer H., Data-aided signal-to-noise-ratio estimation in time selective fading channels, IEEE International Conference on Acoustics, Speech and Signal Processing (ICASSP), 2002, Orlando, FL, USA, pages III-2197 — III-2200.
-
Sovetov B. Y. Yakovlev S.A. Modelirovanie sistem (Modelling systems), Moscow, Vysshaya shkola, 1985, 271 p.
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