A Novel Modulated Lapped Transform Based PAPR Reduction Technique for AFDM Systems
编号:102 访问权限:仅限参会人 更新:2026-07-26 17:28:18 浏览:16次 Online

报告开始:2026年07月30日 16:10(Asia/Kolkata)

报告时间:15min

所在会场:[S1] 5G and beyond Wireless Networks [S1-2] 5G and beyond Wireless Networks

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摘要
Affine Frequency Division Multiplexing (AFDM) is recognized as a viable waveform for the upcoming generation of high-speed wireless communications due to its resilience against doubly selective channels. However, high PAPR in conventional AFDM systems results in reduced power amplifier efficiency and deteriorates transmission performance overall. In this paper, the application of transform domain precoding techniques such as Walsh-Hadamard Transform (WHT) and Modulated Lapped Transform (MLT) for AFDM systems is investigated to solve this problem. The proposed AFDM-MLT scheme spreads information symbols over the transmission frame, which leads to the improved signal energy distribution and the reduced amplitude fluctuations. The proposed method is evaluated in MATLAB simulations. The simulation results demonstrate that AFDM-MLT achieves a better BER performance compared to the conventional AFDM, and a significant PAPR reduction with low computational com plexity. Furthermore, the proposed scheme is better in overall communication reliability and power efficiency. The results show that MLT precoding is a feasible technique for improving AFDM systems and it is a promising candidate for future high mobility wireless communication networks.
关键词
Affine Frequency Division Multiplexing (AFDM), Modulated Lapped Transform (MLT), Peak-to Average Power Ratio (PAPR), Bit Error Rate (BER), Doubly Selective Channels, Delay-Doppler Communications.
报告人
DHURGADEVI J
RESEARCH SCHOLAR SRM IST

稿件作者
DHURGADEVI J SRM IST
DEEPA T SRMIST
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重要日期
  • 会议日期

    07月30日

    2026

    08月01日

    2026

  • 07月28日 2026

    注册截止日期

  • 07月30日 2026

    初稿截稿日期

主办单位
The United Societies of Science
承办单位
Kongunadu College of Engineering and Technology
协办单位
IEEE Section
IEEE Madras Section
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