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PAPR Analysis as a Ratio of Two Random Variables: Application to Multicarrier Systems With Low Subcarriers Number

机译:PAPR分析作为两个随机变量的比率:在具有低子载波数的多载波系统中的应用

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摘要

The distribution of the peak-to-average power ratio (PAPR) of multicarrier systems is studied in the context of signals featuring low subcarriers number. Considering the mean power of the signal as a random variable, a general cumulative distribution function of the PAPR is suggested. We show that the new formulation is valid not only for low subcarriers number but also for larger subcarriers number. Thus, an asymptotic analysis using a large subcarriers number proves a perfect concordance between the suggested approach and the state-of-the-art derivations only valid for large subcarriers number. All the theoretical developments are supported through simulations, and we discuss the case of oversampled signals as well.
机译:在具有低子载波数量的信号的背景下研究了多载波系统的峰均功率比(PAPR)的分布。考虑到信号的平均功率为随机变量,建议使用PAPR的一般累积分布函数。我们表明,新的公式不仅适用于低子载波数量,而且适用于较大子载波数量。因此,使用大子载波数的渐近分析证明了所建议的方法与仅对大子载波数有效的最新技术之间的完美一致性。通过仿真可以支持所有理论上的发展,并且我们还将讨论过采样信号的情况。

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