Abstract:Abstract-This paper presents a fully integrated, four stack power amplifier for 5G wireless systems. The frequency of operation is tunable from 12 GHz to 14 GHz, with a maximum 3 dB bandwidth of 1 GHz and a maximum possible gain of 35 dB. The circuit is designed and fabricated using 45 nm CMOS SOI technology. Maximum RF output power, power-added efficiency (PAE) and output 1 dB compression point under maximum bandwidth configuration are 17.7 dBm, 23.2 % and 12.3 dBm, respectively, achieved at 13.7 GHz.
“…The setup simulated in Matlab consist of memoryless lookup table (LUT) PA model, based on extracted simulation data of a 45nm 4-stack complementary metal oxide semiconductor (CMOS) silicon on insulator (SOI) PA [10]. Input waveform is 64-QAM signal with root-raised-cosine pulse shaping filter (roll-off factor of 0.35), bandwidth of 100 MHz and frequency of operation is 28 GHz.…”
Section: Array Dpd Setup Under Random Amplitude and Phase Variatmentioning
We study the impact of amplitude and phase differences between the parallel power amplifier (PA) branches in a phased array and their impact on the performance of the digital predistortion (DPD). The DPD coefficients are estimated from the array response in the far-field. The DPD coefficients need to be updated for changes in the nonlinear behavior of the PAs due to amplitude and phase variations. We present a training mechanism which makes the DPD robust to branch specific amplitude and phase weights and can tolerate these variations without the need of adapting to individual changes in the nonlinear behavior of the PA branches. The DPD is trained for a set of random amplitude and phase weights following normal distribution and the resultant mean DPD coefficients are used for predistortion. The simulation results show that the mean DPD can achieve the same average linearity performance as the continuously trained reference DPD for 32 elements uniform array.
“…The setup simulated in Matlab consist of memoryless lookup table (LUT) PA model, based on extracted simulation data of a 45nm 4-stack complementary metal oxide semiconductor (CMOS) silicon on insulator (SOI) PA [10]. Input waveform is 64-QAM signal with root-raised-cosine pulse shaping filter (roll-off factor of 0.35), bandwidth of 100 MHz and frequency of operation is 28 GHz.…”
Section: Array Dpd Setup Under Random Amplitude and Phase Variatmentioning
We study the impact of amplitude and phase differences between the parallel power amplifier (PA) branches in a phased array and their impact on the performance of the digital predistortion (DPD). The DPD coefficients are estimated from the array response in the far-field. The DPD coefficients need to be updated for changes in the nonlinear behavior of the PAs due to amplitude and phase variations. We present a training mechanism which makes the DPD robust to branch specific amplitude and phase weights and can tolerate these variations without the need of adapting to individual changes in the nonlinear behavior of the PA branches. The DPD is trained for a set of random amplitude and phase weights following normal distribution and the resultant mean DPD coefficients are used for predistortion. The simulation results show that the mean DPD can achieve the same average linearity performance as the continuously trained reference DPD for 32 elements uniform array.
“…The array has M A parallel antennas and PAs. In the simulations, we use a memoryless look-up table (LUT) PA model extracted from amplitude to amplitude modulation (AMAM) and amplitude to phase modulation (AMPM) measurements of a 13 GHz, 45-nm, 4-stack complementary metal oxide semiconductor (CMOS) silicon on insulator (SOI) PA [14]. The PA simulation model is presented in Fig.…”
Section: Statistical Dpd Architecture For Phased Array a Overviementioning
Phased arrays used in millimeter-wave systems challenge the concept of power amplifier (PA) linearization by digital predistortion (DPD). This is due to the shared digital path and inaccuracies in analog beamforming and other component variations. However, the group behavior of multiple parallel nonlinear branches can be expected to be more predictable due to averaging effect compared to a single branch behavior. In this paper, we use a power adaptive nonlinear model to mimic the average behavior of a single PA and utilize the probability distribution of the input power of each individual PA to approximate the expected nonlinear behavior of the array over-the-air. The approximated array response is used for the DPD training. The simulation results indicate that the proposed approach provides good linearization performance for large arrays that have varying amplitude and phase weights.
“…The transitions between the frequency and time domain models are calculated by using Discrete Fourier Transform (DFT). The PA model is a lookup table which is based on the AMAM & AMPM measurements of the 13 GHz 4-stack 45nm CMOS SOI PA [11]. The input waveform is 100 MHz The analysis is divided into three parts.…”
Section: A Pa Array Model and Simulation Parametersmentioning
This paper shows how digital predistortion of a phased array can benefit from the parametric variations over parallel power amplifiers (PAs). Different antenna configurations are simulated by varying the PA input drive levels by the Monte-Carlo method. The error vector magnitude (EVM) at the steering angle and total radiated adjacent channel power ratio (TRACPR) are used as performance metrics. The simulation results indicate that array predistortion can benefit from the variations between the PAs to improve the EVM significantly. However, at the same time, the TRACPR performance is reduced. This gives a new trade-off to balance between in-band and outoff-band distortion in the fifth generation beamforming systems.
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