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MISES Non-Linear RF Lab. Background and Motivation. From recent studies :. Memory effects (frequency dependence of non-linearities) in RF PAs (power amplier) degrade the performance of a PA linearization [1]

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MISES Non-Linear RF Lab

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Mises non linear rf lab

MISES Non-Linear RF Lab


Background and motivation

Background and Motivation

From recent studies :

  • Memory effects (frequency dependence of non-linearities) in RF PAs (power amplier) degrade the performance of a PA linearization [1]

  • The linearization degradation for signals with bandwidth above 1MHz is linked to fast electrical memory effects rather than slow thermal memory effects [2]

    [1] J. S. Kenney, W. Woo, L. Ding, R. Raich, H. Ku, and G.T. Zhou,``The Impact of Memory Effects on Predistortion Linearization of RF Power Amplifiers,'' Proc. of the 8th Int. Symp. on Microwave and Optical Techn.

    [2] W. Dai and P. Roblin,``Distributed and Multi-Time-Constant Electro-Thermal Modeling and its impact on ACPR in RF predistortion'' ARFTG 62 Conference, Denver, Co., pp. 89-98, Dec. 2003.


Talk outline

Talk Outline

  • Nonlinear PA Characterization : measurement of generalized 3rd order Volterra coefficients:

    (Ym3+and Ym3-) for a Class AB amplifier

  • Accuracy of the LSNA measurements of Ym3+and Ym3-(IMD3)

  • New RF predistortion linearization algorithm accounting for differential memory effects between LSB & USB

  • Results obtained with this linearization algorithm for two-carrier W-CDMA signals


Setup used for the pa characterization

Setup used for the PA Characterization

The vectorial source generator (ESG 4438C) is synchronized with the LSNA 10 MHz reference clock

Clock reference

LSNA

Port 1

Port 2

RF source

PA

I & Q

Large signal network analyzer is used for the non-linear measurements


Mises non linear rf lab

Amplifier Under Test

  • Class AB LD-MOSFET PA operating at 895 MHz

13 dB Gain

5th Order

3rd Order

Gain: 13 dB, P1dB: 27.5dBm, PAE =34%,


Mises non linear rf lab

Extraction of Ym3-&Ym3+ using a 2-tone Signal

The a1 & b2 waves are measured with the LSNA

Generalized Volterra coefficients Ym3-and Ym3+for IMD3:


Mises non linear rf lab

Comparison of Amplitude of Ym3-and Ym3+

|Ym3-|

|Ym3+|

-4 dBm

-4 dBm

40%

6 dBm

6 dBm

0.3MHz

0.3MHz

Modulation Frequency ωm

Modulation Frequency ωm

Comparison of amplitude of Ym3-and Ym3+ versus the modulation frequency ωmfor different power levels (-4 ~ 6 dBm).

The amplitude difference at 3 MHz tone spacing is up to 40%


Mises non linear rf lab

Comparison of the Phase of Ym3-and Ym3+

∟Ym3+

∟Ym3-

-4 dBm

-4 dBm

60°

6 dBm

6 dBm

0.3MHz

0.3MHz

Modulation Frequency ωm

Modulation Frequency ωm

Comparison of phase of Ym3-and Ym3+versus the modulation frequency ωmfor different power levels (-4 ~ 6 dBm).

60° angle difference at 3MHz tone spacing: memory effects


Mises non linear rf lab

Difference of Ym3-and Ym3+

|Ym3+-Ym3-|

∟(Ym3+-Ym3-)

-4 dBm

-4 dBm

0

0 °

6 dBm

6 dBm

0.3MHz

0.3MHz

Modulation Frequency ωm

Modulation Frequency ωm

The difference in amplitude and phase between Ym3-and Ym3+ is mostly significant above 0.3 MHz

Referred to as a differential memory effect


Mises non linear rf lab

Results from Non-Linear Measurements

  • Below 0.3 MHz the difference in phase and amplitude of Ym3-and Ym3+is small in the PA under test

  • Above 0.3 MHz the difference in phase and amplitude increases rapidly with tone spacing

  • This indicates the presence of a strong differential memory effect between the LSB & USB for wide bandwidth signals


Accuracy repeatability of lsna measurements of y m3 for f res 190hz

Accuracy & Repeatability of LSNAMeasurements of Ym3- for fRES =190Hz

Amplitude of Ym3-

Phase of Ym3-

10 measurements

Δωm

Δωm

0.15 2.15 32.15 Hz

  • Δωm is the error in modulation frequency ωm

  • Reliable measurements are obtained when Δωm < fRES /100=2 Hz


Fpga digital testbed for rf predistortion

FPGA Digital Testbed for RF Predistortion

Local Oscillator

Linear amplifier

Spectrum

analyzer

Predistortion

External ADC #3

External DAC #3

External DAC to IQ

mixer adaptation

stage

Internal ADC

# 1 & 2

Internal DAC

to IQ mixer adaptation

stage I & II

IQ modulater

Internal DAC

#1 & 2

External DAC to IQ

mixer adaptation

stage

DUT : Power Amplifier

External ADC #4

External DAC #4

Digital Testbed


Mises non linear rf lab

Linearization Without Frequency Selective Corrections For WCDMA signals

40

dBc

Before linearization

After linearization

The spectral regrowth on the lower and upper side bands are reduced simultaneously (for an overall ACPR of 40dBc) but cannot be independently tuned


Fpga algorithm used for 3rd 5th order predistortion with memory effects

FPGA Algorithm Used for 3rd & 5th Order Predistortion With Memory Effects

Hilbert Transform

Amplitude & Phase

Adjustment of the

USB & LSB


Mises non linear rf lab

Linearization With Frequency Selective Corrections

For a 2-carrier WCDMA signal

15MHz

5MHz



Before linearization

USB linearization

Each WCDMA band has a 5 MHz bandwidth. The centers of both band are separated by 15 MHz in our experiment

There are four regions of spectral regrowth to address

We can linearize just the USB as is shown in the right picture


Mises non linear rf lab

Linearization With Frequency Selective Corrections

(2 multi-carrier WCDMA signal)

LSB linearization

Both LSB & USB linearization

We can linearize just the LSB as is shown in the left picture

We can linearize independently both the LSB & USB (right picture)


Conclusion

Conclusion

Measured generalized Volterra coefficients for a LDMOSFET PA

Observed a strong differential memory effect between the lower and upper sidebands above 0.3 MHz

Established the measurement condition for obtaining reliable and reproducible vectorial IMD3 measurements with the LSNA

Demonstrated the independent cancellation of the lower and upper side-band spectral regrowths for a 2-carrier WCDMA signal


Future work

Future Work

  • Extension of this linearization from 2-carrier to multi-carrier power amplifiers is needed

  • The PA system identification with large-signal network analyzer (LSNA) measurements should facilitate the development of multi-carrier linearization by providing the needed multi-tone generalized Volterra coefficients

  • An extension of the LSNA modulation bandwidth above 20MHz would be greatly desirable

    (180MHz tone spacing was recently demonstrated but a calibration algorithm is needed [3])

    [3] Jan Verspecht, ``The return of the Sampling Frequency Converter,'' 62th ARFTG Conference Digest, Colorado, Boulder, pp. 155-164, Dec. 2003


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