Abstract
Cyclic delay diversity (CDD) is a low-complexity transmit diversity technique for orthogonal frequency division multiplexing (OFDM), which transforms a multiple-input channel into an equivalent single-input channel with a large delay spread. Consequently, high frequency selectivity makes channel and frequency estimation a challenging task. This paper proposes an improved joint estimation of carrier frequency offset and sampling frequency offset for the OFDM system using CDD technique. By finding the amount of a transmit-antenna specific delay which reduces the variance of the frequency estimation scheme, these parameters improve the robustness of the joint frequency estimation scheme against the frequency selectivity of the channel. Computer simulation shows that the joint frequency-offset estimation scheme with properly designed cyclic delay parameters performs robustly, with the performance better than the conventional scheme.








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References
Etsi, ETS, 300 401 (1995). Radio broadcasting systems: Digital audio broadcasting (DAB) to mobile, portable and fixed receivers. ETSI, Technical Report.
Etsi, EN, 300 744, (2004). Digital video broadcasting (DVB): Frame structure, channel coding and modulation for digital terrestrial television (DVB-T). ETSI, Technical Report.
ETSI ES 201 980 V3.1.1 (2009). Digital radio mondiale (DRM) system specification, ETSI.
Sugiura, S., Chen, S., & Hanzo, L. (2012). A universal space-time architecture for multiple-antenna aided systems. IEEE Communications Surveys & Tutorial, 14(2), 401–420.
Riera-Palou, F., & Femenias, G. (2012). A unified view of diversity in multiantenna–multicarrier systems: Analysis and adaptation strategies. EURASIP Journal on Wireless Communications and Networking, 2012, 1–14.
Bosserty, M., Huebnery, A., Schuehleiny, F., Haasz, H., & Costa, E. (2002). On cyclic delay diversity in OFDM based transmission schemes. In Proceedings of international OFDM workshop.
Schulze, H. (2006). A comparison between Alamouti transmit diversity and (cyclic) delay diversity for a DRM+ system. In Proceedings of international OFDM workshop (pp. 175–179).
Bauch, G., & Malik, J. S. (2006). Cyclic delay diversity with bit-interleaved coded modulation in orthogonal frequency division multiple access. IEEE Transactions on Wireless Communication, 59(6), 2092–2100.
Chang, H.-W., & Wang, L.-C. (2013). Achieving arbitrary multiplexing rates for MIMO–OFDM systems by hybrid cyclic delay diversity. IEEE Transactions on Communication, 61(3), 1072–1079.
Dammann, A., Raulefs, R., Auer, G., & Bauch, G. (2003). Comparison of space-time block coding and cyclic delay diversity for a broadband mobile radio air interface. In Proceedings of international symposium on wireless personal multimedia communication.
Lodhi, A., Said, F., Dohler, M., & Aghvami, A. (2005). Performance comparison of space-time block coded and cyclic delay diversity MC–CDMA systems. IEEE Wireless Communications, 12(2), 38–45.
Zhang, Y., Cosmas, J., Loo, K.-K., Bard, M., & Bari, R. D. (2007). Analysis of cyclic delay diversity on DVB-H systems over spatially correlated channel. IEEE Transactions on Broadcasting, 53(1), 247–255.
Le, K. N. (2010). BER of OFDM in Rayleigh fading environments with selective diversity. Wireless Communications and Mobile Computing, 10(2), 306–311.
Le, K. N., & Dabke, K. P. (2010). BER of OFDM with diversity and pulse shaping in Rayleigh fading environments. Digital Signal Processing, 20(6), 1687–1696.
Shin, W. J., & You, Y. H. (2010). Synchronization performance for OFDM-based FM broadcasting systems using cyclic delay diversity. IEICE Transactions on Communication, E93–B(5), 1338–1341.
Li, Q., Yan, Q., Teh, K. C., & Li, K. H. (2013). Multi-relay-selection scheme with cyclic delay diversity. IEEE Communications Letters, 17(2), 349–352.
Auer, A. (2004). Channel estimation for OFDM with cyclic delay diversity. In Proceedings of PIMRC’04 (pp. 1792–1796).
Hou, W., & Wang, X. (2013). Sparse channel estimation and tracking for cyclic delay diversity orthogonal frequency division multiplexing systems. Wireless Communications and Mobile Computing, 13(18), 1635–1647.
Huang, W.-C., Li, C.-P., & Li, H.-J. (2012). Optimal pilot sequence design for channel estimation in CDD–OFDM systems. IEEE Transactions on Wireless Communication, 11(11), 4006–4016.
Lei, J., & Ng, T.-S. (2004). A consistent OFDM carrier frequency offset estimator based on distinctively spaced pilot tones. IEEE Transaction on Wireless Communication, 3(2), 588–599.
Shi, K., Serpedin, E., & Ciblat, P. (2005). Decision-directed fine synchronization in OFDM systems. IEEE Transactions on Communication, 53(3), 408–412.
Morelli, M., & Moretti, M. (2010). Fine carrier and sampling frequency synchronization in OFDM systems. IEEE Transactions on Wireless Communication, 9(4), 1514–1524.
Le, K. N. (2011). Additional insight on SAGE-based carrier and residual frequency offset estimations in OFDM systems. Wireless Personal Communications, 60(4), 687–694.
Shin, W. J., Seo, J. W., & You, Y. H. (2013). MSE analysis of sampling frequency offset estimation scheme for OFDM-based digital radio mondiale (DRM) systems. Wireless Personal Communication, 71(2), 1271–1281.
Kim, Y., Kim, H., Rim, M., & Lim, D. (2009). On the optimal cyclic delay value in cyclic delay diversity. IEEE Transactions on Broadcasting, 55(4), 790–795.
Speth, M., Fechtel, S. A., Fock, G., & Meyr, H. (1999). Optimum receiver design for wireless broad-band systems using OFDM-Part I. IEEE Transactions on Communication, 47, 1668–1677.
Speth, M., Fechtel, S. A., Fock, G., & Meyr, H. (2001). Optimum receiver design for OFDM-based broadband transmission-Part II. IEEE Transactions on Communication, 49(4), 571–578.
Petition for rulemaking to the united states federal communications commisiion for in-band on-channel digital audio broadcasting, USADR, 1998.
Le, K. N. (2008). Insights on ICI and its effects on performance of OFDM systems. Digital Signal Processing, 18(6), 876–884.
Le, K. N. (2008). Inter-carrier interference power of OFDM in a uniform scattering channel. Computer Communications, 31(17), 3883–4230.
Acknowledgments
This work is supported by Seoul R&BD Program (SS100009), and this work was supported by the Materials & Components development program funded by the Ministry of Trade, Industry & Energy (MOTIE, Korea).
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Shin, WJ., Lee, S. & You, YH. A Robust Joint Frequency Offset Estimation for the OFDM System Using Cyclic Delay Diversity. Wireless Pers Commun 77, 2483–2496 (2014). https://doi.org/10.1007/s11277-014-1650-1
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DOI: https://doi.org/10.1007/s11277-014-1650-1