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Audio Crest Factor Calculator

Compare peak and RMS levels on the same amplitude reference to interpret crest factor and peak-to-RMS ratio.

RMS level (dB, common reference): -120–0; Peak level (dB, common reference): -120–0

Inputs stay on this page and clear on refresh.

Audio Crest Factor Calculator

RMS level (dB, common reference): -18 Peak level (dB, common reference): -3

Crest factor (dB)
15.000000
Peak/RMS amplitude ratio
5.623413
RMS amplitude fraction
0.125893
Peak amplitude fraction
0.707946

Use peak and RMS readings from the same signal interval and the same amplitude reference. Enter −120 to 0 dB, with peak ≥ RMS. Crest factor = peak−RMS dB; peak/RMS amplitude ratio = 10^(crest/20). Linear RMS and peak fractions = 10^(level/20). Example: RMS −18 dB and peak −3 dB give 15 dB crest and ratio 5.623413. Six decimal places; tiny signed values round to zero. Meter conventions can differ: some RMS dBFS scales include a sine-wave calibration offset. Convert both readings to one amplitude reference first. This is not LUFS, dynamic range, true-peak measurement, clipping prediction or a compressor setting; this tool does not analyze audio.

Methodology

How it works

Use peak and RMS readings from the same signal interval and the same amplitude reference. Enter −120 to 0 dB, with peak ≥ RMS. Crest factor = peak−RMS dB; peak/RMS amplitude ratio = 10^(crest/20). Linear RMS and peak fractions = 10^(level/20). Example: RMS −18 dB and peak −3 dB give 15 dB crest and ratio 5.623413. Six decimal places; tiny signed values round to zero. Meter conventions can differ: some RMS dBFS scales include a sine-wave calibration offset. Convert both readings to one amplitude reference first. This is not LUFS, dynamic range, true-peak measurement, clipping prediction or a compressor setting; this tool does not analyze audio.

Method and assumptions documented by Techrider.live

2026-10-19

Frequently asked questions

Can I mix RMS, LUFS and true-peak readings?

No. Use peak and RMS amplitudes from the same interval and reference. LUFS is differently weighted; meter calibration and sample/true-peak methods can change the interpretation.