Audio SNR & Dynamic Range
Calculate audio signal-to-noise ratio, dynamic range, and equivalent noise bits from signal and noise floor levels.
Formula
SNR = V_signal − V_noise (dB)
How It Works
Worked Example
Signal level: 0 dBV (1 V RMS). Noise floor: −90 dBV. SNR = 0 − (−90) = 90 dB Linear voltage SNR: SNR_V = 10^(90 / 20) = 10^4.5 = 31,623 : 1 Effective noise bits: ENOB ≈ 90 / 6.02 ≈ 14.95 bits This corresponds to a high-quality 16-bit consumer audio interface. To achieve CD-quality (96 dB SNR theoretical for 16-bit), the noise floor would need to be −96 dBV. Studio 24-bit equipment typically achieves −110 to −120 dBV noise floors.
Practical Tips
- ✓For vinyl and tape capture, a 70 dB SNR is often acceptable; for digital distribution masters, target 100+ dB. The chain is only as quiet as its noisiest link — identify and address the worst stage first.
- ✓Use balanced (differential) interconnects for long cable runs to reject common-mode noise by 20–60 dB, dramatically improving SNR of the connected gear without changing any component.
- ✓Recording engineers use the 'noise floor check': mute the mix, push monitor volume to maximum, and listen. Any audible hiss, hum, or noise reveals the limiting SNR of the signal chain.
Common Mistakes
- ✗Confusing SNR with dynamic range when THD (harmonic distortion) is present — SNR measures noise only, while THD+N (total harmonic distortion plus noise) includes distortion products. In high-end equipment, THD+N can be dominated by distortion rather than noise.
- ✗Measuring noise floor at the wrong impedance — the noise floor of an audio interface measured unloaded may be 10+ dB lower than when connected to a real source impedance. Always compare SNR specs under the same conditions.
- ✗Stacking too many gain stages — each amplifier stage adds its own noise. A chain of three stages each with SNR = 90 dB will have a total SNR lower than any individual stage; the first (input) stage dominates and must have the lowest noise.
Frequently Asked Questions
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