AudioCalcs
Microphone Proximity Calculator — Signal Level, Proximity Effect & Gain
Calculate signal level at the microphone, proximity effect bass boost, recommended preamp gain and noise floor margin from source SPL, mic sensitivity, distance and polar pattern.
How We Calculate This
This calculator applies the inverse square law and standard microphone sensitivity equations to model signal levels at any recording distance.
SPL at the Microphone
SPL at mic (dB) = Source SPL − 20 × log₁₀(distance in m)
Source SPL is treated as the level at 1 metre from the source.
Microphone Output Level
Mic output (dBV) = Sensitivity + (SPL at mic − 94)
Sensitivity is specified at 94dB SPL (0dBV reference = 1 Pascal).
Proximity Effect Boost (low-frequency / bass lift only)
Boost (dB) = 10 × log₁₀(1 + b² × (c ÷ (2π × f × r))²)
A pressure-gradient microphone close to a source has a rising near-field response: c = 343 m/s, f = 100 Hz (the reference frequency at which proximity is quoted), r = distance in metres. The bidirectional fraction b (omni 0, cardioid 0.5, supercardioid ≈0.63, hypercardioid ≈0.75, figure-8 1.0) enters the formula squared — in the proximity-dominated region a cardioid shows half the boost of a figure-8 (6 dB less). The slope is ≈6 dB per halving of distance for every gradient pattern; only the magnitude differs. The figure shown is the bass lift relative to the far-field reference distance and applies to low frequencies only — proximity effect is ≈0 dB above roughly 500 Hz–1 kHz.
Frequently Asked Questions
Proximity effect is a low-frequency (bass) boost that occurs when a pressure-gradient microphone (cardioid, supercardioid, hypercardioid or figure-8) is placed very close to a sound source — typically within 30cm. It is a near-field effect: the low-frequency output rises by roughly 6dB per halving of distance, and a figure-8 mic at 5cm can gain more than 20dB at 100Hz. The slope is the same for every directional pattern; only the magnitude differs, scaling with how much the mic relies on pressure-gradient sensing — a cardioid shows about half the boost of a figure-8. The boost only affects low frequencies (it is roughly zero above 500Hz–1kHz) and is used intentionally for a warm, full vocal sound, but can cause muddiness if excessive. Omnidirectional mics do not exhibit proximity effect.
Microphone sensitivity (dBV/Pa) tells you how much output voltage the mic produces at a reference SPL of 94dB. A higher (less negative) sensitivity value means a stronger output signal, requiring less preamp gain. A large-diaphragm condenser at -32dBV is much more sensitive than a ribbon mic at -55dBV. This calculator uses that relationship to estimate actual output voltage at any SPL.
Sound follows the inverse square law: doubling the distance from a point source reduces the SPL by approximately 6dB. Halving the distance increases it by 6dB. So a source at 90dB SPL at 1 metre will produce about 96dB at 50cm and 102dB at 25cm. This makes close-miking very effective for capturing loud, quiet or detailed sources.
The required preamp gain depends on the mic output level and your target recording level (typically -18 dBFS). Dynamic and ribbon microphones often need 50-65dB of gain, while condensers typically need 30-45dB. If your preamp's noise is a concern at high gain settings, use an inline booster or a preamp with a very low equivalent input noise (EIN) rating.
Noise floor margin is the difference between your microphone's output signal and the inherent noise of the mic and preamp system. A margin of 40dB or more is desirable for clean recordings. If the margin is below 20dB, the noise floor will be audible, especially during quiet passages. Choose a quieter mic or a lower-noise preamp to improve the margin.
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Last updated: March 2026
All calculations are estimates based on standard formulas. Always verify results for critical applications.