Amplifier Headroom / P1dB Compression Calculator: Will Your LNA Clip?

Posted by GPIO Labs on

Amplifier Headroom / P1dB Compression Calculator
Amplifier Headroom

Amplifier Headroom / P1dB Compression Calculator

An LNA's noise figure and gain specs assume it's operating linearly. A strong nearby signal — an FM broadcast tower, a radar test bench, a jammer — can push it into compression even if your wanted signal is weak. This tool sums everything hitting the LNA's input, applies its gain, and checks the result against the amplifier's P1dB spec.

dB of headroom

Composite signal at LNA input
Composite signal at LNA output (after gain)
Equivalent Input P1dB
Equivalent Output P1dB

P1dB isn't a hard ceiling — it's the point where gain has already dropped 1 dB from its linear value. Distortion is present, and rising, well before you get there, and gets meaningfully worse past it. Treat 0 dB headroom as "already degraded," not "still fine." For distortion from two closely-spaced strong signals specifically (intermodulation products landing on your wanted frequency), that's a third-order intercept (IP3) question, not a P1dB one — use the IP3/dynamic range calculator for that case.

Composite power is summed in linear terms (mW) across all listed signals, then converted back to dBm — multiple simultaneous signals compress an amplifier sooner than any single signal's level alone would suggest. Input P1dB and Output P1dB are treated as related by IP1dB = OP1dB − Gain, the standard small-signal-gain approximation. Real compression behavior is amplifier-specific near the P1dB point; use datasheet curves directly for designs with tight margin.

Need more headroom? A bandpass or notch filter ahead of the LNA removes the interferer entirely instead of just tolerating it — usually the bigger win over choosing a higher P1dB amplifier.