2019
DOI: 10.1002/dac.4081
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Dual symbol optimization‐based partial transmit sequence technique for PAPR reduction in WOLA‐OFDM waveform

Abstract: Weighted overlap and add-orthogonal frequency division multiplexing (WOLA-OFDM) is a new waveform proposed recently for meeting the requirements of fifth generation (5G) telecommunication standards. In spite of being a serious 5G waveform candidate, WOLA-OFDM is exposed to the problem of high peak to average power ratio (PAPR) similar to the other waveforms in which multicarrier transmission strategy is employed. Due to the overlapping nature of WOLA-OFDM waveform, where the extension of the current symbol is … Show more

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Cited by 10 publications
(9 citation statements)
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“…In other words, U different IFFT operations have to be carried out in the SLM scheme to be able to calculate the PAPR of U different candidate signals and then select the optimal one with the lowest PAPR. On the other hand, LN ‐point single IFFT operation needs ( LN /2)log 2 ( LN ) complex multiplications and ( LN )log 2 ( LN ) complex additions 17,33 . Assuming that the computational load of a single complex multiplication is equivalent to that of four complex additions as in Yang et al, 33 the overall complexity expression of one IFFT operation can be written in terms of complex additions by multiplying the number of complex multiplications by 4, then adding it to the number of complex additions in the following manner: nadd=4()italicLN/2log2()LN+()LNlog2()LN=3()LNlog2()LN, where n add indicates the number of complex additions.…”
Section: Simulation Resultsmentioning
confidence: 99%
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“…In other words, U different IFFT operations have to be carried out in the SLM scheme to be able to calculate the PAPR of U different candidate signals and then select the optimal one with the lowest PAPR. On the other hand, LN ‐point single IFFT operation needs ( LN /2)log 2 ( LN ) complex multiplications and ( LN )log 2 ( LN ) complex additions 17,33 . Assuming that the computational load of a single complex multiplication is equivalent to that of four complex additions as in Yang et al, 33 the overall complexity expression of one IFFT operation can be written in terms of complex additions by multiplying the number of complex multiplications by 4, then adding it to the number of complex additions in the following manner: nadd=4()italicLN/2log2()LN+()LNlog2()LN=3()LNlog2()LN, where n add indicates the number of complex additions.…”
Section: Simulation Resultsmentioning
confidence: 99%
“…Indispensability of employing such amplifiers in practical applications makes the PAPR reduction a compulsory process for the multicarrier signals prior to giving them to the amplifier input. With the intention of avoiding the nonlinear HPA‐based signal distortions, the researchers proposed varied methods for PAPR minimization such as tone injection (TI), 9 active constellation extension (ACE), 10 coding, 11 tone reservation (TR), 12 clipping and filtering, 13 selective mapping (SLM), 14,15 partial transmit sequence (PTS), 16,17 and interleaving 18 …”
Section: Introductionmentioning
confidence: 99%
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“…Necmi Taşpınar and Şakir Şimşir [24] were proposed a dual symbol optimization-PTS (DSO-PTS) method. With lowest PAPR, if searching, our proposed scheme considers both two adjacent symbols for the optimum data block.…”
Section: Some Of the Recent Related Work Related To The Papr Reductimentioning
confidence: 99%
“…2 Thus, the PAPR should be reduced to eliminate the nonlinear distortion and improve the performance of bit error rate (BER). 3,4 Many PAPR reduction approaches have been reported in the previous studies, such as clipping and filtering, 5 nonlinear companding, 6 coding, 7 tone reservation (TR), 8 ton injection (TI), 9 precoding-based methods, 10,11 partial transmit sequence (PTS), 12,13 and selective mapping (SLM). 14 The extensive research on PAPR reduction methods is also surveyed.…”
Section: Introductionmentioning
confidence: 99%