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Stereo mono fold-down

Estimate RMS amplitude when left and right channels are summed or averaged for mono playback.

Left RMS level (dB re reference): -120–0; Right RMS level (dB re reference): -120–0; Correlation coefficient: -1–1

Inputs stay on this page and clear on refresh.

Stereo mono fold-down

Left RMS level (dB re reference): -18 Right RMS level (dB re reference): -18 Correlation coefficient: 0

L+R RMS (× reference)
0.178039
(L+R)/2 RMS (× reference)
0.089019

Let a = 10^(L/20), b = 10^(R/20) and correlation r. Sum RMS = √[(a−b)² + 2ab(1+r)]; averaged mono RMS = sum/2. Inputs use the same RMS amplitude reference, with 0 dB equal to amplitude 1, not a peak or a full-scale-sine calibration. Enter −120–0 dB per channel and r from −1 to +1, including fractions. Outputs are linear RMS amplitude multiples, not dB or peak levels. Equal channels cancel at r = −1; averaging identical channels at r = +1 retains their level. Use levels and correlation measured over the same time window and bandwidth on zero-mean signals. This does not measure an audio file, predict sample peaks, clipping, loudness, frequency-specific cancellation or guarantee mono compatibility. Real mixers may use other summing gains. Six decimals, no intermediate rounding.

Methodology

How it works

Let a = 10^(L/20), b = 10^(R/20) and correlation r. Sum RMS = √[(a−b)² + 2ab(1+r)]; averaged mono RMS = sum/2. Inputs use the same RMS amplitude reference, with 0 dB equal to amplitude 1, not a peak or a full-scale-sine calibration. Enter −120–0 dB per channel and r from −1 to +1, including fractions. Outputs are linear RMS amplitude multiples, not dB or peak levels. Equal channels cancel at r = −1; averaging identical channels at r = +1 retains their level. Use levels and correlation measured over the same time window and bandwidth on zero-mean signals. This does not measure an audio file, predict sample peaks, clipping, loudness, frequency-specific cancellation or guarantee mono compatibility. Real mixers may use other summing gains. Six decimals, no intermediate rounding.

Method and assumptions documented by Techrider.live

2026-11-03

Frequently asked questions

Why show both a sum and an average?

An unattenuated L+R sum doubles identical in-phase amplitudes. Dividing by two preserves their original amplitude. Check the actual mono-bus gain and listen to the result.