一种新的部分传输序列分划方案

Hassan Musafer, M. Faezipour
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引用次数: 2

摘要

针对正交频分复用(OFDM)发射信号中产生其他波峰的非线性特性,提出了一种有效且无失真的部分发射序列(PTS)分块方案。该方法具有灵活性,可以在有限且可控的子载波数量下工作,并且可以显著改善优化后发射信号的峰值功率统计。PTS方法的传统分块策略允许所有子信道/子载波参与降低峰均功率比(PAPR)。因此,传统的方案对于控制OFDM信号的非线性特性是无效的,因为旋转OFDM信号的所有子信道可能会产生其他峰值。虽然PTS方法可以优化PAPR值,但文献中并未很好地解决PTS方法非线性特性的影响。在本文中,我们通过适当地检验旋转部分序列的非线性性质来检验PTS方法中使用的实际参数/旋转数。与传统的分块策略相比,该策略涉及旋转分离的子载波的一半,以消除产生其他峰的影响。通过仿真结果对传统方案和所提方案在系统复杂度要求和OFDM发射信号最小PAPR方面进行了比较。最后,研究结果表明,控制分区方案更接近PAPR优化的理论极限,并且比传统方案对系统复杂度的要求更低。
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A Novel Partitioning Scheme for Partial Transmit Sequence Method
An efficient and distortionless partitioning scheme for the Partial Transmit Sequence (PTS) method is proposed to control the nonlinear property producing other peaks in the Orthogonal Frequency Division Multiplexing (OFDM) transmit signal. The approach is flexible and works with a limited and controlled number of subcarriers and can significantly improve peak power statistics of the optimized transmit signal. The traditional partitioning strategy of the PTS method allows all subchannels/subcarriers to contribute in the reduction of the peak-to-average power ratio (PAPR). Therefore, the traditional scheme is ineffective for controlling the nonlinear property, which may produce other peaks by rotating all subchannels of the OFDM signal. Although the PTS method can optimize the value of PAPR, the effect of the nonlinear property of the PTS method has not been properly addressed in the literature. In this paper, we examine the number of actual parameters/rotations used in the PTS method by suitably testing the nonlinear property on the rotated partial sequences. In contrast to the traditional partitioning strategy, the proposed strategy involves rotating half of the separated subcarriers to eliminate the effect of producing other peaks. The traditional and proposed schemes are compared through simulation results with respect to the required system complexity and the minimum PAPR of the OFDM transmit signal. Finally, it is shown that the controlled partitioning scheme is closer to the theoretical limit of PAPR optimization, and it also requires less system complexity than the traditional scheme.
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