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Modified Gamma Correction Companding for PAPR Reduction in OFDM Systems Considering Solid-State Power Amplifier and Wireless Channels

机译:考虑到固态功率放大器和无线信道的OFDM系统中用于降低PAPR的改进的伽马校正压扩

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摘要

Orthogonal frequency division multiplexing is a special form of multicarrier modulation and suffers from a very high peak-to-average power ratio (PAPR) that degrades overall performance of the system. In this article, a modified gamma correction companding (MGCC) is proposed that provides a significant reduction in PAPR when compared with existing gamma correction companding and other nonlinear companding methods available in the literature for PAPR reduction. Additionally, with the introduction of and A parameter, the proposed companding can provide more flexibility in PAPR reduction and therefore achieves better trade-offs among PAPR gain, bit error rate (BER) and power spectral density (PSD) levels. MGCC provides an additional immunity from noise by enlarging the small amplitudes of the signal selectively, while subcarriers with the large amplitudes are moderately amplified to reduce PAPR of the signal. Moreover, MGCC improves the BER and PSD performances by minimizing the nonlinear companding distortion. The proposed MGCC improves signal-to-noise ratio (SNR) degradation and total degradation performances by 2.0 and 2.3dB, respectively, with an input back-off power of 2.5dB when a practical solid-state power amplifier is considered. Computer simulations reveal that the MGCC can be applied to any modulation scheme and with arbitrary number of subcarriers (N) while it does not increase computational complexity when compared with existing schemes of companding.
机译:正交频分复用是多载波调制的一种特殊形式,它具有很高的峰均功率比(PAPR),会降低系统的整体性能。在本文中,提出了一种改进的伽马校正压扩(MGCC),与现有的伽马校正压扩和其他可用于减少PAPR的非线性压扩方法相比,该方法可显着降低PAPR。此外,通过引入和参数,建议的压扩可以在降低PAPR方面提供更大的灵活性,因此可以在PAPR增益,误码率(BER)和功率谱密度(PSD)级别之间取得更好的折衷。 MGCC通过有选择地放大信号的小幅度来提供额外的抗噪声能力,而具有大幅度的子载波会被适度放大以降低信号的PAPR。此外,MGCC通过最小化非线性压扩失真来提高BER和PSD性能。考虑到实用的固态功率放大器,建议的MGCC分别将信噪比(SNR)降级和总降级性能分别提高了2.0dB和2.3dB,而​​输入退避功率为2.5dB。计算机仿真表明,MGCC可以应用于任何调制方案,并具有任意数量的子载波(N),而与现有的压扩方案相比,它不会增加计算复杂性。

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