TY - GEN
T1 - Blind Carrier Frequency Offset Estimator for Cross QAM Based on CPS Hierarchical Search
AU - Ding, Shilin
AU - Chi, Yonggang
AU - Zhang, Cunhan
AU - Chen, Qiansheng
N1 - Publisher Copyright:
© 2025 IEEE.
PY - 2025
Y1 - 2025
N2 - For cross quadrature amplitude modulation (QAM) signals, the carrier frequency offset can be determined by identifying the normalized frequency corresponding to the peak of the cumulant function, leveraging the signal's feature which called constellation phase signature (CPS). However, the estimation accuracy of this method is limited. This paper improves the CPS carrier frequency estimation algorithm by proposing an enhanced CPS frequency synchronization method based on hierarchical search. This approach selectively refines the search only in the local region surrounding the target frequency estimate, focusing on extracting the desired information while disregarding other areas. Specifically, the proposed algorithm enhances resolution around the initial peak identified by the frequency search. It constructs new interpolated search sequences neighboring the original peak of the cumulant function. Using these sequences, the local cumulant function is recalculated to find a refined peak. The process may iterate, with the decision for further refinement potentially based on the order of the cross QAM signal, ultimately yielding a precise carrier frequency offset estimate. The proposed hierarchical search-based CPS algorithm maintains high estimation accuracy even for high-order cross QAM signals, at the cost of only a marginal increase in computational load. In contrast, achieving the same level of accuracy with the original CPS algorithm would require significantly higher computational effort. A detailed comparison between the two methods will be presented later in this paper.
AB - For cross quadrature amplitude modulation (QAM) signals, the carrier frequency offset can be determined by identifying the normalized frequency corresponding to the peak of the cumulant function, leveraging the signal's feature which called constellation phase signature (CPS). However, the estimation accuracy of this method is limited. This paper improves the CPS carrier frequency estimation algorithm by proposing an enhanced CPS frequency synchronization method based on hierarchical search. This approach selectively refines the search only in the local region surrounding the target frequency estimate, focusing on extracting the desired information while disregarding other areas. Specifically, the proposed algorithm enhances resolution around the initial peak identified by the frequency search. It constructs new interpolated search sequences neighboring the original peak of the cumulant function. Using these sequences, the local cumulant function is recalculated to find a refined peak. The process may iterate, with the decision for further refinement potentially based on the order of the cross QAM signal, ultimately yielding a precise carrier frequency offset estimate. The proposed hierarchical search-based CPS algorithm maintains high estimation accuracy even for high-order cross QAM signals, at the cost of only a marginal increase in computational load. In contrast, achieving the same level of accuracy with the original CPS algorithm would require significantly higher computational effort. A detailed comparison between the two methods will be presented later in this paper.
KW - constellation phase signature
KW - cross QAM
KW - hierarchical search
UR - https://www.scopus.com/pages/publications/105015543312
U2 - 10.1109/EICCT65471.2025.11100033
DO - 10.1109/EICCT65471.2025.11100033
M3 - 会议稿件
AN - SCOPUS:105015543312
T3 - 2025 4th International Conference on Electronics, Integrated Circuits and Communication Technology, EICCT 2025
SP - 329
EP - 335
BT - 2025 4th International Conference on Electronics, Integrated Circuits and Communication Technology, EICCT 2025
PB - Institute of Electrical and Electronics Engineers Inc.
T2 - 4th International Conference on Electronics, Integrated Circuits and Communication Technology, EICCT 2025
Y2 - 11 July 2025 through 13 July 2025
ER -