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Digital or Analog? How Ought to I and Q Combining and Separation Be Finished? – Technical Articles

Analog IQ Modulators (for transmitters) and IQ Demodulators (for receivers) have been used for many years ([1] to [3]).

the Lately, new A/D and D/A Converters have been launched, which might straight pattern an IF at from 1 to 4 GHz; sampling within the 2nd, third, and 4th Nyquist zones ([4] to [7]). These, mixed with increased pace digital logic, permit the combining (for A/D) and separation (for D/A) do be carried out digitally ([8] to [21]). That is illustrated in Determine 1(a) (for a modulator) and Determine 1(b) (for a demodulator) with the Knowledge Converter (DAC or ADC) in place “D”.

 

Determine 1(a). Modulator

 

Determine 1(b). Demodulator

 

However, built-in analog I, Q combiners and separators have superb matching between the I and Q paths, fixing a few of the objections to doing these processes analogly. The analog method additionally requires twice the information converters (A/Ds or D/As) than direct sampling at IF, however they run at decrease sampling charges; so they’re cheaper and require much less energy. That is illustrated in Determine 1(a) (for a modulator) and Determine 1(b) (for a demodulator) with the Knowledge Converter (DAC or ADC) in place “A”.

The creator beginning desirous about this query. He requested for opinions on a number of LinkedIn teams, and acquired beneficial solutions. With the approval of the acknowledgees, they’re acknowledged under. He additionally discovered no matter data he might on the properties of up to date Built-in Circuits (ICs) for these capabilities, and the outcomes of no matter efficiency necessities had been decided for these ICs. From this, he tried to generate no matter basic conclusions might be drawn to reply the query; “Ought to IQ Modulation and Demodulation be carried out Analogly or Digitally?”

 

Analog IQ Method

The analog IQ method has been round for many years ([1] to [3]). Any IF or RF sign may be represented by

 

R(t) = I(t)cos(2πft) +Q(t)sin(2πft)

 

the place f is the service frequency, I(t) known as the In-Section element, and Q(t) known as the Quadrature element. An analog IQ modulator takes the baseband indicators I(t) and Q(t) and kinds R(t). That is proven in Determine 1(a) with the DACs in place A. An analog IQ demodulator takes as enter R(t), and kinds I(t) and Q(t). That is proven in Determine 1(b) with the DACs in place A.

A essential drawback with the analog method is sustaining the features by way of the 2 paths to be equivalent, and the part distinction to be precisely 90º. Generally uncared for for these necessities are the 2 Low Move Filters. They need to be precisely acquire and phase-matched for all frequencies the place there may be important sign vitality. Extra precise quantification of those necessities, and the impairments attributable to deviations from them, are proven in a later article.

 

Digital IQ Method

Latest developments in high-speed knowledge converters (DACs and ADCs), have lead individuals to keep away from the IQ imbalance drawback mentioned within the Analog IQ Method part by implementing the IQ Modulator and Demodulator capabilities digitally, the place the acquire and part may be produced with no error ([5], [8] to [21]). For the modulator case, there’s a high-speed DAC on the output, as proven in Determine 1(a) with the DAC in place D. For the demodulator case, there’s a high-speed ADC on the enter, as proven in Determine 1(b) with the ADC in place B.

Typically these digital approaches benefit from the aliasing impact, utilizing what known as bandpass sampling ([22] to [24]. [24A], [24B]). Determine 2(a) exhibits a waveform sampled in time. Determine 2(b) exhibits the spectra of the unsampled and sampled sign. The pattern clock of the ADC is performing the identical operate because the Native Oscillator in an RF mixer. For an ADC, an analog filter can permit solely a sign in a single Nyquist zone to go, and this mixing motion can be utilized to downconvert a sign in that Nyquist zone to baseband. 

 

Determine 2(a). Sampling in Time Area

 

Determine 2(b). The spectra of the unsampled and sampled sign

 

For DACs, the output may be formed in time to enhance the efficiency at increased frequencies.

 

Determine 3(a) exhibits a “Regular” or “Non-Return to Zero” (NRZ) DAC output. After every pattern, the output stays fixed till the subsequent pattern. The analog spectrum is proven in Determine 3(b).

 

Determine 3(a). Sampling in Time Area

 

Determine 3(b).

 

Determine 4(a) exhibits a “Return to Zero” (RZ) DAC output. After every pattern, the output stays fixed for half a pattern interval, after which goes to zero. This has the impact of accelerating the amplitude within the second Nyquist zone, as proven in Determine 4(b).

 

Determine 4(a). Sampling in Time Area

 

Determine 4(b).

 

Determine 5(a) exhibits a “Combine” or “RF” DAC output. After every pattern, the output stays fixed for half a pattern interval, after which goes to unfavorable that worth. That is similar operation as a mixer which makes use of each polarities of the Native Oscillator waveform. The analog spectrum, proven in Determine 5(b), has a fair bigger amplitude within the second Nyquist zone. After a waveform is created by way of any of the above strategies, the specified frequencies have to be filtered out with a Low-Move or Band-Move filter, to take away no matter undesired alias and spurious responses there is perhaps.

 

Determine 5(a). Sampling in Time Area

 

Determine 5(b).

 

The digital method avoids any issues with quadrature imbalance. Nevertheless, all knowledge converters have their very own undesired impartments, as a result of quantization and sampling results. A few of these results will likely be proven within the subsequent article. The associated fee and energy necessities of those high-speed knowledge converters are additionally typically excessive, in comparison with analog IQ networks.

 

Acknowledgments

When the questions addressed on this report first appeared within the creator’s thoughts, he solicited feedback by way of some LinkedIn teams. A number of helpful responses have been acquired. Those that gave permission for his or her private data for use are; Gary Kaatz, Khaled Sayed (Consultix-Egypt), Dieter Joos (ON Semiconductor), and Jaideep Bose (Asmaitha Wi-fi Applied sciences). The creator additionally thanks his spouse, Elizabeth, who most likely questioned what her husband was as much as; secluded in his dwelling workplace, doing work he was apparently not being paid to do.

 

References

The next references will likely be used for every of the articles on this collection.

 

Analog IQ Modulators and Demodulators: Basic Descriptions

[1] Shou-Hsien Weng; Che-Hao Shen; Hong-Yeh Chang, “A large modulation bandwidth bidirectional CMOS IQ modulator/demodulator for microwave and millimeter-wave gigabit purposes,” Microwave Built-in Circuits Convention (EuMIC), 2012 seventh European , vol., no., pp.8,11, 29-30 Oct. 2012

[2] Eamon Nash; “Correcting Imperfections in IQ Modulators to Enhance RF Sign Constancy “; Analog Units Software Observe AN-1039; 2009

[3] Anon; “An IQ Demodulator-Primarily based IF-to-Baseband Receiver with IF and Baseband Variable Achieve and Programmable Baseband Filtering “; Analog Units Circuit Observe CN-0320; 2013

 

Excessive Velocity Knowledge Converters (DACs and ADCs); Basic Info

[4] Justin Munson; “Understanding Excessive Velocity DAC Testing and Analysis”; Analog Units Software Observe AN-928; 2013

[5] Engel, G.; Fague, D.E.; Toledano, A, “RF digital-to-analog converters allow direct synthesis of communications indicators,” Communications Journal, IEEE, vol.50, no.10, pp.108, 116, October 2012

[6] Chris Pearson; “Excessive Velocity, Digital to Analog Converters Fundamentals”; Texas Devices Software Report SLAA523A; 2012

[7] Alex Arrants, Brad Brannon and Rob Reeder; “Understanding Excessive Velocity ADC Testing and Analysis”; Analog Units Software Observe AN-835, 2010.

 

Digital IQ Modulators and Demodulators

[8] Samueli, H.; Wong, B.C., “A VLSI structure for a high-speed all-digital quadrature modulator and demodulator for digital radio purposes,” Chosen Areas in Communications, IEEE Journal on, vol.8, no.8, pp.1512,1519, Oct 1990

[9] Wong, B.C.; Samueli, H., “A 200-MHz all-digital QAM modulator and demodulator in 1.2-nm CMOS for digital radio purposes,” Strong-State Circuits, IEEE Journal of, vol.26, no.12, pp.1970, 1980, Dec 1991

[10] Ken Gentile; “Digital Quadrature Modulator Achieve “; Analog Units Software Observe AN-924; 2009

[11] Lou, J. H.; Kuo, J.B., “A 1.5-V CMOS all-N-logic true-single-phase bootstrapped dynamic-logic circuit appropriate for low provide voltage and high-speed pipelined system operation,” Circuits and Techniques II: Analog and Digital Sign Processing, IEEE Transactions on, vol.46, no.5, pp.628,631, Might 1999

[12] Vankka, J.; Sommarek, J.; Ketola, J.; Teikari, I; Halonen, Okay. A I, “A digital quadrature modulator with on-chip D/A converter,” Strong-State Circuits, IEEE Journal of, vol.38, no.10, pp.1635, 1642, Oct. 2003

[13] Yanlin Wu; Dengwei Fu; Willson, A, “A 415 MHz direct digital quadrature modulator in 0.25-nm CMOS”, Customized Built-in Circuits Convention, Proceedings of the IEEE 2003, vol., no., pp.287,290, 21-24 Sept. 2003

[14] Sommarek, J.; Vankka, J.; Ketola, J.; Lindeberg, J.; Halonen, Okay., “A digital modulator with bandpass delta-sigma modulator,” Strong-State Circuits Convention, 2004. ESSCIRC 2004. Continuing of the thirtieth European, pp.159, 162, 21-23 Sept. 2004

[15] Lin, P.F.; Lou, J. H.; Kuo, J.B., “A CMOS quadrature modulator for wi-fi communication IC,” Circuits and Techniques I: Basic Principle and Functions, IEEE Transactions on, vol.44, no.6, pp.559, 561, Jun 1997

[16] Parikh, V.Okay.; Balsara, P.T.; Eliezer, O.E., “All Digital-Quadrature-Modulator Primarily based Wideband Wi-fi Transmitters,” Circuits and Techniques I: Common Papers, IEEE Transactions on, vol.56, no.11, pp.2487, 2497, Nov. 2009

[17] Alavi, M.S.; Staszewski, R.B.; de Vreede, L.C.N.; Lengthy, J.R., “A Wideband13-bit All-Digital I/Q RF-DAC,” Microwave Principle and Methods, IEEE Transactions on, vol.62, no.4, pp.732, 752, April 2014

[18] Inkol, Robert and Saper, Ron; “Digital Quadrature Modulator for Radar ESM Functions” Canadian DEFENCE RESEARCH ESTABLISHMENT OTTAWA TECHNICAL NOTE 92-10; 1992

[19] Ziomek, C.; Corredoura, P., “Digital I/Q demodulator,” Particle Accelerator Convention, 1995., Proceedings of the 1995 , vol.4, no., pp.2663,2665 vol.4,1-5 Might 1995

[20] Ho, Okay.C.; Chan, Y.T.; Inkol, R., “A digital quadrature demodulation system,” Aerospace and Digital Techniques, IEEE Transactions on , vol.32, no.4,pp.1218,1227, Oct 1996

[21] Bravo, A; Cruz-Roldan, F., “Digital quadrature demodulator with 4 phases mixing for digital radio receivers,” Circuits and Techniques II: Analog and Digital Sign Processing, IEEE Transactions on, vol.50, no.12, pp.1011,1015, Dec. 2003

 

Bandpass sampling (Rev .04 modified “subharmonic sampling” to “bandpass sampling)

[22] Parssinen, A; Magoon, R.; Lengthy, S.I; Porra, Veikko, “A 2-GHz subharmonic sampler for sign downconversion,” Microwave Principle and Methods, IEEE Transactions on, vol.45, no.12, pp.2344, 2351, Dec 1997

[23] Jensen, B.S.; Schmidl Sobjaerg, S.; Skou, N.; Krozer, V., “Compact front-end prototype for subsequent technology RFI-rejecting polarimetric L-band radiometer,” Microwave Convention, 2009. EuMC 2009. European, vol., no., pp.1626, 1629, Sept. 29 2009-Oct. 1 2009

[24] Ahmed, S.; Saad El Dine, M.; Reveyrand, T.; Neveux, G.; Barataud, D.; Nebus, J. M., “Time-domain measurement system utilizing Monitor & Maintain Amplifier utilized to pulsed RF characterization of excessive energy GaN units,” Microwave Symposium Digest (MTT), 2011 IEEE MTT-S Worldwide , vol., no., pp.1,4, 5-10 June 2011

[24A] Akos, D.M.; Stockmaster, M.; Tsui, J. B Y; Caschera, J., “Direct bandpass sampling of a number of distinct RF indicators,” Communications, IEEE Transactions on , vol.47, no.7, pp.983,988, Jul 1999

[24B] Ching-Hsiang Tseng; Solar-Chung Chou, “Direct downconversion of a number of RF indicators utilizing bandpass sampling,” Communications, 2003. ICC ’03. IEEE Worldwide Convention on , vol.3, no., pp.2003,2007 vol.3, 11-15 Might 2003

 

Results of IQ Imbalance, no compensation or exploitation proposed

[25] Lopez-Martinez, F.J.; Martos-Naya, E.; Paris, J.F.; Entrambasaguas, J.T., “Precise Closed-Kind BER Evaluation of OFDM Techniques within the Presence of IQ Imbalances and ICSI,” Wi-fi Communications, IEEE Transactions on, vol.10, no.6, pp.1914, 1922, June 2011

[26] Yaning Zou; Valkama, M.; Renfors, M., “Efficiency Evaluation of House-Time Coded MIMO-OFDM Techniques Beneath I/Q Imbalance,” Acoustics, Speech and Sign Processing, 2007. ICASSP 2007. IEEE Worldwide Convention on, vol.3, no., pp.III-341, III-344, 15-20 April 2007

[27] Chia-Liang Liu, “Impacts of I/Q imbalance on QPSK-OFDM-QAM detection,” Client Electronics, IEEE Transactions on, vol.44, no.3, pp.984, 989, Aug 1998

[28] Heung-Gyoon Ryu, “Range Impact of OFDM Communication with IQ Imbalance within the Rayleigh Fading Channel,” Communication Software program and Networks, 2010.ICCSN ’10. Second Worldwide Convention on, vol., no., pp.489, 493, 26-28 Feb. 2010

[29] Stroet, P.; “Measuring Section and Delay Errors Precisely in I/Q Modulators”; Linear Expertise Software Observe 102; AN102-1; October 2005

7.6 Results of IQ Imbalance, compensation or exploitation proposed

[30] Tarighat, A; Sayed, AH, “Joint compensation of transmitter and receiver Impairments in OFDM programs,” Wi-fi Communications, IEEE Transactions on, vol.6, no.1, pp.240, 247, Jan. 2007

[31] Marey, Mohamed; Steendam, Heidi, “Novel Knowledge Detection and Channel Estimation Algorithms for BICM-OFDMA Uplink Asynchronous Techniques within the Presence of IQ Imbalance,” Wi-fi Communications, IEEE Transactions on , vol.13, no.5, pp.2706,2716, Might 2014

[32] Narasimhan, B.; Narayanan, S.; Minn, H.; Al-Dhahir, N., “Diminished-complexity baseband compensation of joint Tx/Rx I/Q imbalance in cellular MIMO-OFDM,” Wi-fi Communications, IEEE Transactions on , vol.9, no.5, pp.1720,1728, Might 2010

[33] Ozdemir, O.; Hamila, R.; Al-Dhahir, N., “I/Q Imbalance in A number of Beamforming {OFDM} Transceivers: SINR Evaluation and Digital Baseband Compensation,” Communications, IEEE Transactions on, vol.61, no.5, pp.1914, 1925, Might 2013

[34] Inamori, M.; Bostamam, AM.; Sanada, Y.; Minami, H., “IQ imbalance compensation scheme within the presence of frequency offset and dynamic DC offset for a direct conversion receiver,” Wi-fi Communications, IEEE Transactions on , vol.8, no.5, pp.2214,2220, Might 2009

[35] Tarighat, A; Sayed, AH., “MIMO OFDM Receivers for Techniques With IQ Imbalances,” Sign Processing, IEEE Transactions on , vol.53, no.9, pp.35833596, Sept. 2005

[36] Hai Lin; Yamashita, Okay., “Subcarrier allocation primarily based compensation for service frequency offset and I/Q imbalances in OFDM programs,” Wi-fi Communications, IEEE Transactions on, vol.8, no.1, pp.18,23, Jan. 2009

7.7 Necessities for BaseBand DACs and ADCs

[37] Suno-Gained Chung; Seung-Yoon Lee; Kyu-Ho Park, “An energy-efficient OFDM ultra-wideband digital radio structure,” Sign Processing Techniques, 2004. SIPS 2004. IEEE Workshop on, vol., no., pp.211, 216, 13-15 Oct. 2004

 

Necessities for RF DACS and ADCs; and for RF Non-linearities

[38] de Mateo Garcia, J.C.; Armada, AG., “Results of bandpass sigma-delta modulation on OFDM indicators,” Client Electronics, IEEE Transactions on , vol.45, no.2, pp.318,326, Might 1999

[39] Maurer, L.; Schelmbauer, W.; Pretl, H.; Springer, A; Adler, B.; Boos, Z.; Weigel, R., “Affect of receiver entrance finish nonlinearities on W-CDMA indicators,” Microwave Convention, 2000 Asia-Pacific, vol., no., pp.249, 252, 2000

[40] Kitaek Bae; Changyong Shin; Powers, E.J., “Efficiency Evaluation of OFDM Techniques with Chosen Mapping within the Presence of Nonlinearity,” Wi-fi Communications, IEEE Transactions on , vol.12, no.5, pp.2314,2322, Might 2013

[41] Mahim Ranjan; Larson, L.E., “Distortion Evaluation of Extremely-Wideband OFDM Receiver Entrance-Ends,” Microwave Principle and Methods, IEEE Transactions on, vol.54, no.12, pp.4422, 4431, Dec. 2006

 

7.9 Service aggregation for LTE-advanced; Wideband spectral necessities.

[42] Pedersen, Okay.I; Frederiksen, F.; Rosa, C.; Nguyen, H.; Garcia, L.G.U.; Yuanye Wang, “Service aggregation for LTE-advanced: performance and efficiency elements,” Communications Journal, IEEE , vol.49, no.6, pp.89,95, June 2011

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