Class A Amplifier
The Price of Perfect Linearity
PDC = VDD × IDQ
Maximum RF output power:
PRF,max = (VDD − Vknee)² / (2 × Ropt)
where Ropt = (VDD − Vknee) / IDQ
Maximum drain efficiency:
ηmax = PRF,max / PDC = (VDD − Vknee) / (2×VDD)
For Vknee → 0: ηmax = 50%
Efficiency at backoff:
At 6 dB backoff: η ≈ 12.5% | At 10 dB backoff: η ≈ 5%
Where Class A Excels Despite the Waste
| Application | Why Class A | Typical Power | Eff. Penalty Acceptable? |
|---|---|---|---|
| Driver stages | Linearity for pre-driver; power is low | 10 to 100 mW | Yes (total waste <200 mW) |
| Test equipment amps | Maximum SFDR, no crossover distortion | 100 mW to 1 W | Yes (plugged into wall) |
| LNA bias | 50% IDSS is near NFmin bias | <50 mW | Yes (noise matters, not efficiency) |
| Small-signal gain blocks | Simple bias, flat gain, no spurious | 10 to 50 mW | Yes (negligible total power) |
The Thermal Reality
For a hypothetical 20 W Class A PA at VDD = 28 V:
- IDQ = PDC/VDD = 40 W / 28 V = 1.43 A (constant)
- At full power (20 W RF out): dissipation = 40 − 20 = 20 W heat
- At 10 dB backoff (2 W RF out): dissipation = 40 − 2 = 38 W heat
- With no signal: dissipation = 40 W heat
The thermal design must handle the worst case (no signal), which is the maximum heat dissipation. This is the opposite of most amplifier classes, where maximum heat occurs near compression.
Frequently Asked Questions
Why does DC current stay constant with or without RF?
The bias is at 50% IDSS. RF swings the current symmetrically above and below this point; the time-average is unchanged. At zero RF, all DC power becomes heat. At max RF, heat drops to half (50% efficiency limit).
Where is Class A still the right choice?
Driver stages (low power, linearity critical), test equipment (SFDR matters), LNAs (already biased near 50% IDSS for NFmin), and small-signal gain blocks where total DC is under 100 mW.
How bad is efficiency at backoff?
Efficiency scales linearly with output power. At 6 dB backoff: 12.5%. At 10 dB backoff (OFDM): 5%. A 20 W PA at 5% efficiency dissipates 380 W of heat. That is why Class A is impractical for base station finals.