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Employment of pulse shaping techniques for efficient PAPR reduction in OFDM system

机译:采用脉冲整形技术以有效降低OFDM系统中的PAPR

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This paper aims at contributing to find out the best pulse shaping technique to reduce peak to average power ratio (PAPR) for OFDM system efficiently. At first different narrowband pulses (Sine, Tukey window and Kaiser window) as well as broadband pulses (Raised cosine and Square root raised cosine pulse) have been employed in the transmitter section. In order to carry out the performance analysis, a mathematical model is derived for each of the above employed pulse shaping techniques which includes equations for PAPR and cross correlation. The proposed technique needs only one IFFT/FFT in the transceiver and does not require any side information. Based on this model, a performance comparison is carried out between all the mentioned narrowband and broadband pulses. Numerical result shows that the square root raised cosine pulse reduces the PAPR more significantly than any other pulse and the existing system as well. Furthermore cross correlation function is also examined for both narrowband and broadband pulses. Finally in order to show the efficacy of the proposed efficient pulse shaping technique (Square root raised cosine pulse), bit error rate (BER) is calculated and compared with the conventional system. Simulation result shows that the proposed scheme can reduce the BER more effectively than the conventional system. Therefore, square root raised cosine pulse can be used not only to reduce the PAPR of OFDM system effectively but also to improve the BER performance of the system.
机译:本文旨在寻找最佳的脉冲整形技术,以有效降低OFDM系统的峰均功率比(PAPR)。首先,在发射机部分采用了不同的窄带脉冲(正弦,Tukey窗口和Kaiser窗口)以及宽带脉冲(升余弦和平方根升余弦脉冲)。为了进行性能分析,针对以上所采用的每种脉冲整形技术推导了数学模型,该数学模型包括用于PAPR和互相关的方程式。所提出的技术在收发器中仅需要一个IFFT / FFT,并且不需要任何辅助信息。基于该模型,在所有提到的窄带和宽带脉冲之间进行了性能比较。数值结果表明,平方根升高的余弦脉冲比任何其他脉冲以及现有系统都显着降低了PAPR。此外,还检查了窄带和宽带脉冲的互相关函数。最后,为了显示所提出的有效脉冲整形技术(平方根升余弦脉冲)的功效,计算了误码率(BER)并将其与常规系统进行了比较。仿真结果表明,与常规系统相比,该方案可以更有效地降低误码率。因此,平方根升余弦脉冲不仅可以有效地降低OFDM系统的PAPR,而且可以提高系统的BER性能。

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