Active Components
Low-Noise Amplifier
LNA
The signal arriving at a cellular base station antenna from a handset 2 km away is approximately −90 dBm: one picowatt. The thermal noise floor in a 10 MHz bandwidth is −104 dBm. The LNA must amplify this signal by 20 dB without adding more than 0.5 dB of noise, or the SNR will be too low for 64QAM demodulation. Simultaneously, a nearby handset 10 meters away is blasting −10 dBm into the same antenna. The LNA must not compress or generate intermodulation products from this signal while faithfully amplifying the −90 dBm signal. This dual demand, near-zero noise and high linearity, is why LNA design is one of the most exacting disciplines in RF engineering.
Choosing the Right Technology for the Job
| Technology | NF (2 GHz) | OIP3 | Gain | Cost | Best For |
|---|---|---|---|---|---|
| GaAs pHEMT | 0.3 to 0.5 dB | +35 to +45 dBm | 15 to 25 dB | $2 to $8 | Base station, military, radar |
| GaN HEMT | 0.5 to 1.0 dB | +42 to +50 dBm | 12 to 20 dB | $5 to $15 | High-dynamic-range, EW |
| SiGe BiCMOS | 0.8 to 1.5 dB | +15 to +25 dBm | 10 to 20 dB | $0.50 to $2 | Handset, consumer, integrated RX |
| CMOS (65 nm) | 1.5 to 3.0 dB | +5 to +15 dBm | 10 to 15 dB | $0.10 to $0.50 | WLAN, BT, IoT, fully integrated |
| InP HEMT (cryogenic) | 0.04 to 0.1 dB | +10 to +15 dBm | 25 to 35 dB | $500+ | Radio astronomy, deep space |
Noise figure from noise parameters:
F = Fmin + (4Rn/Z0) × |ΓS − Γopt|² / ((1 − |ΓS|²) × |1 + Γopt|²)
F is minimized when ΓS = Γopt. The noise resistance Rn determines how quickly NF degrades as ΓS deviates from Γopt. Low Rn devices are more forgiving of imperfect noise matching.
F = Fmin + (4Rn/Z0) × |ΓS − Γopt|² / ((1 − |ΓS|²) × |1 + Γopt|²)
F is minimized when ΓS = Γopt. The noise resistance Rn determines how quickly NF degrades as ΓS deviates from Γopt. Low Rn devices are more forgiving of imperfect noise matching.
Common Questions
Frequently Asked Questions
Why is noise matching different from power matching?
Γopt (minimum NF) differs from S11* (max power transfer). Compromise: accept 0.2 to 0.5 dB worse NF for 10 to 15 dB return loss, or use source degeneration inductance (CMOS) to rotate Γopt toward 50 Ω for simultaneous noise and impedance match.
GaAs vs. SiGe vs. CMOS?
GaAs: lowest NF (0.3 dB), highest IP3, for base stations. SiGe: moderate NF (1 dB), integrates LNA + mixer, for consumer. CMOS: cheapest, 1.5 to 3 dB NF, fully integrated, for WLAN/IoT. At mmWave, SiGe and InP dominate.
How much gain does an LNA need?
15 to 25 dB for base stations (suppresses mixer NF to <0.1 dB contribution). 10 to 15 dB for handsets (strong nearby signals). 30 to 40 dB for satellite earth stations (very weak signals). More gain improves NF but reduces strong-signal handling.
See Also