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PAPR reduction of Legacy portion of VHT PLCP Preamble
July 2010 doc.: IEEE yy/xxxxr0 July 2010 PAPR reduction of Legacy portion of VHT PLCP Preamble Date: Authors: Daewon Lee, LG Electronics Daewon Lee, LG Electronics
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July 2010 doc.: IEEE yy/xxxxr0 July 2010 Abstract We discussion PAPR of legacy portion of the VHT PLCP preamble. We share simulation results and analysis of PAPR of L-STF, L-LTF, and L-STF+L-LTF OFDM symbols. We also share some proposals on how to mitigate high PAPR Daewon Lee, LG Electronics Daewon Lee, LG Electronics
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PAPR reduction in VHT PLCP preamble
July 2010 PAPR reduction in VHT PLCP preamble PAPR reduction is important in reducing implementation cost of Tx Power Amplifier (PA) and Rx receiver dynamic range related function blocks PAPR is known to be especially high if sequence is repeated in frequency domain. this results in high PAPR for legacy portion of VHT PLCP preamble if simply repeated Methods of reducing PAPR for legacy portion of VHT PLCP preamble in case of 40/80/160 MHz should be strongly considered Daewon Lee, LG Electronics
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PAPR reduction sequence for 40 MHz in 11n
July 2010 PAPR reduction sequence for 40 MHz in 11n +1 is multiplied to lower 20 MHz subchannel +j is multiplied to upper 20 MHz subchannel Daewon Lee, LG Electronics
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Analysis of 11n PAPR of 40 MHz PLCP preamble
July 2010 Analysis of 11n PAPR of 40 MHz PLCP preamble PAPR is mostly important to analog domain signals which is the operation domain of Tx PA and Rx AGC/ADC this means PAPR should be calculated with oversampled time domain signals (with pulse shaping) PAPR calculation should also include GI of OFDM symbols Observation : PAPR reduction using {+1, +j} does not improve lowering PAPR 40 MHz Legacy STF 4x Oversampled PAPR [dB] g0 g1 4.7126 1 -1 5.0997 5.2497 +j -j 40 MHz Legacy LTF 4x Oversampled PAPR [dB] g0 g1 5.8876 1 -1 6.1793 -j 6.2348 6.2399 +j Daewon Lee, LG Electronics
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Potential PAPR sequences for 80 MHz
July 2010 Potential PAPR sequences for 80 MHz One method is to multiply sequence { +a, +b, +c, +d } to each 20 MHz subband in each 80 MHz transmission band Daewon Lee, LG Electronics
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Analysis of potential 11ac PAPR of 80 MHz PLCP preamble (1/3)
July 2010 Analysis of potential 11ac PAPR of 80 MHz PLCP preamble (1/3) L-STF PAPR analysis 80 MHz Legacy STF 4x Oversampled PAPR [dB] g0 g1 g2 g3 4.348 1 -1 4.4722 -j +j 4.7126 … 5.8219 8.11 Daewon Lee, LG Electronics
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Analysis of potential 11ac PAPR of 80 MHz PLCP preamble (2/3)
July 2010 Analysis of potential 11ac PAPR of 80 MHz PLCP preamble (2/3) L-LTF PAPR analysis 80 MHz Legacy LTF 4x Oversampled PAPR [dB] g0 g1 g2 g3 5.4271 1 -1 5.4566 5.5931 -j +j 5.6875 5.7191 5.783 5.8324 … 7.0554 9.2451 Daewon Lee, LG Electronics
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Analysis of potential 11ac PAPR of 80 MHz PLCP preamble (3/3)
July 2010 Analysis of potential 11ac PAPR of 80 MHz PLCP preamble (3/3) Observation { +1, +1, +1, -1 } has lowest PAPR for STF, { +1, +1, -1, +1 }, { +1, +j, 1, -j }, ... is second lowest PAPR for STF difference between the three are extremely marginal (~0.13 dB) { +1, +1, -1, +1 } is lowest PAPR for LTF, { +1, +j, 1, -j } is 4th lowest PAPR, and { +1, +1, +1, -1 } is the 6th lowest PAPR for LTF difference between the lowest and others are small (~0.26 dB, ~0.36 dB) difference between simple repetition { +1 +j, +1, +j } and lowest PAPR sequence is 1.6 dB for both STF and LTF See attached file in Annex for detailed results Daewon Lee, LG Electronics
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Observations on PAPR metric (1/3)
July 2010 Observations on PAPR metric (1/3) Absolute PAPR metric depends on several factors how PAPR is calculated (e.g. 100% PAPR, 99.99% PAPR, or 99.9% PAPR) the oversampled rate, whether GI was considered as part of the OFDM symbol when calculating PAPR for a particular PAPR whether pulse shaping was applied to time domain signals a particular PAPR metric only can give rough estimate value time domain signals there are some marginal differences between PAPR values calculated in different methods the slight differences in different PAPR calculation methods result in different optimal time domain PAPR sequences Daewon Lee, LG Electronics
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Observations on PAPR metric (2/3)
July 2010 Observations on PAPR metric (2/3) Comparison between 99.9% PAPR metric with 4x and 8x oversampled time domain signals 80 MHz Legacy STF 4x Oversampled PAPR [dB] g0 g1 g2 g3 4.348 1 -1 4.4722 -j +j 4.7126 80 MHz Legacy STF 8x Oversampled PAPR [dB] g0 g1 g2 g3 4.5471 1 -j +j -1 4.5562 4.6802 4.7126 > the best PAPR reduction sequence is different for different oversampled values Daewon Lee, LG Electronics
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Observations on PAPR metric (2/3)
July 2010 Observations on PAPR metric (2/3) PAPR does not give a strictly accurate picture of required PA backoff [1] researches have shown that PAPR and actual PA required backoff are not strictly linear depending on what type of signal waveform PA was designed for and exact type of PA “Cubic Metric” seems to be a better metric to compare actual required PA backoff in case of PA distortion due to high dynamic range for GaAs HBT or pHEMT PAs. PAPR does gives a good estimate (but not extremely strict) picture of actual backoff and dynamic ranges the implementations needs to take into account Daewon Lee, LG Electronics
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PAPR Reduction Sequence and OBSS support (1/2)
July 2010 doc.: IEEE yy/xxxxr0 July 2010 PAPR Reduction Sequence and OBSS support (1/2) In case 40MHz and 80MHz BSS overlap 40MHz BSS entities (AP and STAs) need to perform carrier sense 40 MHz BSS applies sequence { +1, +j } Assume 80 MHz BSS applied sequence {+a,+b,+c,+d} to each subband of the 80 MHz AP and STA in BSS #2 is force to detect two different type of sequence {+a,+b} or {+c,+d} depending on deployment scenario Daewon Lee, LG Electronics Daewon Lee, LG Electronics
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PAPR Reduction Sequence and OBSS support (2/2)
July 2010 doc.: IEEE yy/xxxxr0 July 2010 PAPR Reduction Sequence and OBSS support (2/2) Case #1 PAPR sequence { a, ja, b, jb } is applied Simple extension of 11n, no co-existence detection issues PAPR of sequence { a, ja, b, jb } is known to be high Case #2 PAPR sequence { a, ja, c, d } is applied, where d≠jc Potential co-existence detection issues Potential possibility of PAPR reduction with particular sequences Daewon Lee, LG Electronics Daewon Lee, LG Electronics
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Potential issues at the receiver (1/4)
July 2010 Potential issues at the receiver (1/4) In case #2 Legacy (including 11n) STA, and APs may have co-existence problems (e.g. difficulty in decoding L-SIG for CCA) In order for other BSS#2 AP/STAs to use L-SIG information from BSS #1 80 MHz signal transmission, following procedures needs to be functional Timing Acquisition, Coarse Frequency Offset (L-STF) Fine Frequency Offset, Fine Timing Acquisition (L-LTF) Channel Estimation (L-LTF) L-SIG demodulation Daewon Lee, LG Electronics
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PAPR reduction method for Legacy Portion of VHT PLCP Preamble
July 2010 PAPR reduction method for Legacy Portion of VHT PLCP Preamble The problem is repeated sequence across frequency No repeated sequence across frequency solves PAPR issues small (~30ns<) cylic delay signals do not effect receiver much alternative solution is use cyclic delayed sequence across subchannel Daewon Lee, LG Electronics
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July 2010 PAPR analysis of 40/80MHz with additional -25ns CSD of half of BW (1/3) For 40MHz BW, substantially improves(lowers) PAPR From dB to dB for L-STFs From to dB to dB for L-LTFs 40 MHz Legacy STF 4x Oversampled + -25ns CSD PAPR [dB] g0 g1 4.3818 1 -j +j 4.5502 -1 40 MHz Legacy LTF 4x Oversampled+ -25ns CSD PAPR [dB] g0 g1 5.3455 1 +j 5.5627 5.7637 -j 5.9833 -1 Daewon Lee, LG Electronics
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80 MHz Legacy STF 4x Oversampled+ -25ns CSD
July 2010 PAPR analysis of 40/80MHz with additional -25ns CSD of half of BW (2/3) For 80MHz BW, additionally lowers PAPR on top of γ sequence for L-STF lowest PAPR from dB to dB PAPR of simple repetition {+1,+j,+1,+j} from dB to dB Note : simple repetition {+1,+j,+1,+j} with CSD is better than any γ sequence without CSD 80 MHz Legacy STF 4x Oversampled+ -25ns CSD PAPR [dB] g0 g1 g2 g3 3.9027 1 -1 4.1989 +j -j 4.2507 4.2865 … 7.5605 Daewon Lee, LG Electronics
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80 MHz Legacy LTF 4x Oversampled+ -25ns CSD
July 2010 PAPR analysis of 40/80MHz with additional -25ns CSD of half of BW (3/3) For 80MHz BW, additionally lowers PAPR on top of γ sequence for L-LTF lowest PAPR from dB to dB PAPR of simple repetition {+1,+j,+1,+j} from dB to B Note : simple repetition {+1,+j,+1,+j} with CSD is better than any γ sequence without CSD 80 MHz Legacy LTF 4x Oversampled+ -25ns CSD PAPR [dB] g0 g1 g2 g3 4.9883 1 +j -j 5.0405 -1 5.0543 5.1935 5.2665 5.2731 5.2841 5.2978 5.3079 5.3241 5.3581 … 8.2812 Daewon Lee, LG Electronics
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PAPR reduction mechanism for 160 MHz
July 2010 PAPR reduction mechanism for 160 MHz If continuous 160 MHz is being processed by single RF chain (i.e. single PA) for a given antenna port, the PAPR may also be an issue Same PAPR reduction methods can be applied to 160 MHz γ sequence for across 160 MHz apply small CSD on half of the BW Daewon Lee, LG Electronics
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PAPR of 20MHz VHT-Data portion
July 2010 PAPR of 20MHz VHT-Data portion Daewon Lee, LG Electronics
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PAPR of 40MHz VHT-Data portion
July 2010 PAPR of 40MHz VHT-Data portion Daewon Lee, LG Electronics
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PAPR of 80MHz VHT-Data portion
July 2010 PAPR of 80MHz VHT-Data portion Daewon Lee, LG Electronics
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PAPR of 20MHz L-SIG portion
July 2010 PAPR of 20MHz L-SIG portion Daewon Lee, LG Electronics
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PAPR of 40MHz L-SIG portion
July 2010 PAPR of 40MHz L-SIG portion Daewon Lee, LG Electronics
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PAPR of 80MHz L-SIG portion
July 2010 PAPR of 80MHz L-SIG portion Daewon Lee, LG Electronics
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PAPR bottleneck of VHT PLCP Preamble (1/2)
July 2010 PAPR bottleneck of VHT PLCP Preamble (1/2) 20 MHz L-STF L-LTF L-SIG VHT-STF VHT-LTF VHT-DATA [ 1 ] 2.2394 3.2245 3.6582 40 MHz L-STF L-LTF L-SIG VHT-STF VHT-LTF VHT-DATA [ 1 +j ] phase rotation 5.2497 5.8208 5.8492 small CSD 4.3818 5.2039 N/A + : median value of possible PAPR values for random data Note: for ‘small CSD’ case the PAPR values of phase rotation can be applied Daewon Lee, LG Electronics
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PAPR bottleneck of VHT PLCP Preamble (2/2)
July 2010 PAPR bottleneck of VHT PLCP Preamble (2/2) 80 MHz L-STF L-LTF L-SIG VHT-STF VHT-LTF VHT-DATA [ 1 +j 1 +j ] simple repeat 5.8219 6.9230 7.6719 [ ] phase rotation 4.3480 5.3827 5.6874 small CSD 4.2865 5.1432 N/A + : median value of possible PAPR values for random data Note: for ‘small CSD’ case the PAPR values of phase rotation can be applied Daewon Lee, LG Electronics
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Observation Summary Observation
July 2010 Observation Summary Observation 40MHz 11n phase rotation γ sequence does not seem to give any benefits in terms of PAPR reduction 80MHz phase rotation γ sequence may have co-existence issues Applying small CSD on half of the BW improves PAPR for 40/80/160 MHz legacy portion of the PLCP preamble High PAPR results in higher PA backoff (in order to reduce Adjacent Channel Leakage Power) general Low PAPR sequence gives improvement in performance for initial timing acquisition and frequency offset estimation PAPR bottlenck seems to be in the legacy portion of the Preamble Annex contains detailed analysis of PAPR of legacy portion of VHT PLCP preamble in 10/0847r0 Daewon Lee, LG Electronics
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Proposal Recommended Conclusion for 11ac
July 2010 Proposal Recommended Conclusion for 11ac strongly consider to separate PAPR reduction methods for Legacy portion and VHT portion in the PLCP preamble consider methods of lower PAPR for the legacy portion as the first priority since analysis show the legacy portion seems to the PAPR bottleneck in which the Tx PA backoff will work on and effects timing acquisition performance Daewon Lee, LG Electronics
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July 2010 References [1] Motorola, “Comparison of PAR and Cubic Metric for Power De-rating,” 3GPP TSG RAN WG4 R Daewon Lee, LG Electronics
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