CMOS PA
Understanding the CMOS PA
The power amplifier is the last active stage in a transmitter and historically the hardest to integrate, which is why it was long built in compound semiconductors such as GaAs and GaN that handle high voltage and dissipate heat well. The pull toward CMOS comes from the economics and density of silicon. A millimeter-wave 5G base station or handset array needs dozens to hundreds of transmit elements, each with a phase shifter, a variable-gain amplifier, and a PA. Putting all of that, plus digital control, on one silicon die in a beamformer IC is only practical if the PA can be built in the same CMOS process. The CMOS PA is the component that makes that integration possible.
The physics fights back. A CMOS transistor in an advanced node may break down above a volt or two, while output power grows with the square of the achievable voltage swing. A lossy silicon substrate, unlike the semi-insulating substrate of GaAs, bleeds energy out of inductors, transmission lines, and the combining network. The knee voltage, the point where the device leaves its useful saturation region, eats further into the swing. Together these mean a single CMOS device at 28 or 39 GHz manages only around 10 to 15 dBm, an order of magnitude below a comparable GaN cell.
Stacking, Combining, and the Array Advantage
CMOS PA design is largely the art of getting around the voltage limit. Stacked-FET cells place two, three, or four transistors in series so that the total output swing is divided among devices that each stay safely below breakdown, multiplying the deliverable power. On-chip transformers and distributed active transformers then combine the outputs of many parallel cells with manageable loss, while also performing impedance transformation to the antenna. For the amplitude-varying, high-peak-to-average waveforms of 5G, Doherty and outphasing architectures keep efficiency from collapsing at back-off. The deepest advantage, though, is the phased array itself: because radiated power combines in space, an array of N elements each emitting modest power produces an effective isotropic radiated power that scales strongly with N, so a fleet of small CMOS PAs delivers the link budget that no single silicon amplifier could.
CMOS PA Design Equations
Pout ≈ (Vmax − Vknee)² / (8 RL)
Stacked-FET swing (n devices):
Vswing ≈ n × (Vmax − Vknee)
Power-added efficiency:
PAE = (Pout − Pin) / PDC
Where Vmax = peak safe drain voltage, Vknee = knee voltage, RL = load resistance, n = number of stacked devices, Pin, Pout = RF powers, PDC = DC power. Example: a 4-stack roughly quadruples swing, raising Pout by about 6 dB over a single device.
PA Technology Comparison
| Technology | Breakdown | Per-cell power (mmWave) | Efficiency | Integration | Best use |
|---|---|---|---|---|---|
| CMOS / SOI | ~ 1 to 2 V | ~ 10 to 15 dBm | 20 to 35% | Excellent (full SoC) | 5G beamformer arrays |
| SiGe BiCMOS | ~ 2 to 4 V | ~ 13 to 18 dBm | 25 to 40% | Very good | mmWave arrays, radar |
| GaAs | ~ 10 to 15 V | ~ 20 to 27 dBm | 30 to 45% | PA-only die | Handset and infra PAs |
| GaN | > 40 V | ~ 30+ dBm | 40 to 60% | PA-only die | High-power infra, radar |
Frequently Asked Questions
What is a CMOS PA?
It is a power amplifier built in a standard silicon CMOS process instead of GaAs or GaN. Its value is integration: the PA shares a die with the LNA, mixer, phase shifter, and digital control, which is essential for the large millimeter-wave 5G beamformer chips. The trade-off is lower power and efficiency per device than a III-V PA.
Why is a high-power CMOS PA hard?
Output power scales with the square of the safe voltage swing, but CMOS breakdown is only one to two volts versus tens of volts for GaN. The lossy silicon substrate wastes power in matching and combining, and the knee voltage cuts usable swing, so a single cell yields only ~10 to 15 dBm at mmWave.
How do CMOS PAs reach useful power?
Stacked-FET cells put devices in series to share the swing within breakdown; transformer and distributed-active-transformer combining sum many parallel cells on chip; Doherty and outphasing raise back-off efficiency. Above all, large phased arrays combine many modest CMOS PAs in the air to build the link budget.