A 26-GHz transmitter front-end using double quadrature architecture
RESEARCH ARTICLE
A 26-GHz transmitter front-end using double
quadrature architecture
Hyo-Sung Lee1, Mingyo Park2, Byung-Wook Min ID1*
1 School of Electrical and Electronic Engineering, Yonsei University, Seoul 03722, Republic of Korea,
2 School of Electrical and Computer Engineering, Georgia Institute of Technology, Atlanta, GA, United States
of America
*
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OPEN ACCESS
Citation: Lee H-S, Park M, Min B-W (2019) A 26GHz transmitter front-end using double quadrature
architecture. PLoS ONE 14(5): e0216474. https://
doi.org/10.1371/journal.pone.0216474
Editor: Esteban Tlelo-Cuautle, Instituto Nacional de
Astrofisica Optica y Electronica, MEXICO
Received: October 5, 2018
Accepted: April 23, 2019
Abstract
A 26-GHz transmitter front-end is designed using 65 nm CMOS technology. The double frequency conversion transmitter consists of an intermediate frequency(IF) mixer, an millimeter-wave(mm-wave) mixer, and a pre-power amplifier. A double quadrature architecture is
employed to accomplish image rejection without using an image rejection filter for the first
time in the mm-wave frequency band. The IF mixer cores are designed as harmonic rejection mixers to avoid using IF filters. The measured conversion gain is 26.85±0.65 dB, with
LO2 (IF LO) at 1–1.5 GHz and 26.9±0.6 dB with LO1 (mm-wave LO) at 27–29 GHz. The
measured output return loss is less than -10 dB at 25.7–27.2 GHz. The output 1-dB compression point and the saturation output power measured at 26 GHz are 10 dBm and 14.1
dBm, respectively. The output-referred third-order intercept point (OIP3) measured at 26
GHz is 15.76 dBm. The third-order distortion, suppressed by the harmonic rejection mixer,
is -60.5 dBc at an output power of 10 dBm. The error vector magnitude measured for OFDM
16-QAM with a 110-MHz signal bandwidth is -17.7 dB at an average output power of 3.5
dBm. The total power consumption of the proposed 26-GHz transmitter front-end is 267
mW, and it occupies a chip area of 2.31 mm2.
Published: May 23, 2019
Copyright: © 2019 Lee et al. This is an open access
article distributed under the terms of the Creative
Commons Attribution License, which permits
unrestricted use, distribution, and reproduction in
any medium, provided the original author and
source are credited.
Data Availability Statement: All relevant data are
within the manuscript.
Funding: This work was supported by YSSRC and
Space Core Technology Program through the
National Research Foundation of Korea funded by
the Ministry of Science and ICT (NRF2017M1A3A3A02016255). The CAD tools were
supported by IDEC.
Competing interests: The authors have declared
that no competing interests exist.
Introduction
With the explosive increase of wireless data capacity, the demand for fifth generation (5G)
wireless communication systems has been increasing in recent years [1, 2]. One of the key
goals of 5G communications is to procure a wide bandwidth, because they require high data
rates. However, it is difficult to secure a wide bandwidth at the existing fourth generation (4G)
communication frequencies (below 6 GHz), and future standard 5G communication frequencies are expected to be millimeter wave (mm-wave), in order to procure a wide bandwidth [3–
5]. In particular, the 26 GHz spectrum is a promising candidate for 5G wireless communications in Europe and China.
Millimeter waves, including those in the 26-GHz spectrum, inherently suffer from significant propagation loss and less diffraction compared with 4G communication frequencies,
which are below 6 GHz. Fig 1 presents a block diagram of a mm-wave switched beam system
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A 26-GHz transmitter front-end using double quadrature architecture
Fig 1. Block diagram of a switched beam selection system for 5G communication system for UE.
https://doi.org/10.1371/journal.pone.0216474.g001
for 5G communications in UE. Eight high-gain antennas with fixed beams are placed on a circle and can cover a 360˚ azimuth plane [6]. This system does not require phase shifters because
beam selection is performed without beam scanning. The UE can select the optimum beam
using antenna selection switches. Antenna selection switches and a T/R switch can be integrated as a double-pole eight-throw (DP8T) switch. A double frequency conversion structure
was adopted because it has lower local oscillator (LO) feedthrough and LO pulling than the
direct-conversion structure. This allows for channel tuning at intermediate frequency (IF).
A power amplifier (PA) with power combining techniques was excluded from this design
because it would require very high heat dissipation and take up a lot of die area [7, 8]. Instead,
a pre-power amplifier (PPA) with a medium output power was implemented to meet the linearity requirement of the system.
In this work, a 26-GHz superheterodyne transmitter (TX) front-end for UE was designed
using a 65-nm CMOS process. A double quadrature architecture was adopted to reject the
image signal without using an image rejection (IR) filter. This enables the integration of a
PPA. The IF mixer cores were designed as harmonic rejection mixers (HRMs) to avoid using
IF filters for the first time in mm-wave transmitters, and achieve a high integration in the proposed transmitter. In Section II, typical transmitter architectures are discussed and the need
for the double quadrature architecture with HRMs is explained. Section III describes the circuit design for the 26-GHz transmitter front-end in detail, followed by our simulated and measured results, presented in Section IV.
Transmitter architecture
A transmitter based on an I/Q modulator can be classified either as a direct-conversion
(homodyne) transmitter or an indirect-conversion (superheterodyne) transmitter. Directconversion transmitters perform frequency up-conversion only once, and therefore have a
simpler structure than indirect-conversion transmitters and take up a smaller die area. However, direct-conversion transmitters have some disadvantages which stand out in mm-wave
communication systems for 5G. First, LO pulling due to the high output power of the PA
occurs because the transmit signal frequency and the LO frequency are the same. This distorts
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A 26-GHz transmitter front-end using double quadrature architecture
Fig 2. Block diagram of general double-conversion transmitter.
https://doi.org/10.1371/journal.pone.0216474.g002
the oscillation spectrum and degrades the phase noise performance of the system [9]. Secondly,
because the desired I/Q modulator has to be designed for mm-waves, carrier leakage due to
parasitic elements is relatively large. In contrast, indirect-conversion transmitters, which generally perform a two-step (or more) frequency translation, can be used to alleviate the problems of the direct-conversion transmitter. However, multip (...truncated)