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Decibels to Millibels

1 Decibel (dB) = 100Millibel (mB)

By KAMP Inc. / UnitOwl · Last reviewed:

Result
100 mB
1 dB = 100 mB
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How Many Millibels in a Decibel?

One decibel (dB) equals exactly 100 millibels (mB). To convert decibels to millibels, multiply the dB value by 100. The millibel is one-thousandth of a bel, which makes it one-hundredth of a decibel. That finer resolution is useful in applications where even a tenth of a decibel is too coarse. While the decibel is sufficient for most audio and telecommunications work, certain digital audio systems, psychoacoustics research, calibration routines, and automated gain-control systems benefit from the additional precision of the millibel. A 1 dB change is large enough to matter audibly in many situations, while a 10 mB change equals just 0.1 dB. That is why low-level software mixers, hearing measurement systems, and some broadcast or telecom controls sometimes store level values in mB internally even if they display dB to users. The unit is uncommon in everyday conversation, but it is a legitimate way to represent very small level steps without using decimal dB notation. Used correctly, it is simply a precise bookkeeping unit for fractional decibel values. The main value is consistency inside software, calibration tables, and automated control logic.

How to Convert Decibel to Millibel

  1. Start with your value in decibels (dB).
  2. Multiply by 100 to get millibels (mB).
  3. For example, 85 dB x 100 = 8,500 mB.
  4. To convert millibels back to decibels, divide by 100.
  5. Because 1 bel = 10 dB = 1,000 mB, one millibel is exactly 0.01 dB.

Real-World Examples

A hearing test detects a threshold at 23.5 dB. Express in millibels for clinical precision.
23.5 x 100 = 2,350 mB. Millibel precision allows tracking small changes in hearing over time without writing decimal dB values.
A digital audio system adjusts volume in 0.5 dB steps. Express the step size in millibels.
0.5 x 100 = 50 mB per step. Some high-end systems use 10 mB (0.1 dB) steps or even 1 mB (0.01 dB) steps for smoother fades.
Background noise measures 42.3 dB. Convert to millibels.
42.3 x 100 = 4,230 mB.
A calibration standard specifies a reference level accurate to 0.01 dB. Express in mB.
0.01 dB = 1 mB. This extremely fine precision is required for calibration laboratories and careful digital level control.

Quick Reference

Decibel (dB)Millibel (mB)
1100
2200
5500
101,000
252,500
505,000
10010,000

History of Decibel and Millibel

The millibel is a logical extension of the metric prefix system applied to the bel. While the decibel itself already provides reasonable precision for most applications (1 dB is near the threshold of human perception for level changes), advances in digital signal processing and precision measurement created demand for finer resolution. The Linux ALSA (Advanced Linux Sound Architecture) audio framework uses millibels internally for volume control, specifying levels as integer values in mB for precise, artifact-free digital volume adjustment. Some audio codecs and digital broadcasting standards also use millibel resolution. The millibel is recognized as a valid metric sub-unit of the bel, though it is far less commonly used than the decibel.

Common Mistakes to Avoid

  • Confusing millibels with milliwatts or millivolts. Millibels (mB) are a logarithmic unit expressing a ratio. They have no inherent connection to milliwatts (mW) or millivolts (mV), which are linear units of power and voltage respectively. dBm references milliwatts, but mB and mW are different concepts.
  • Using the wrong scale factor. Because 1 bel = 10 dB and 1 bel = 1,000 mB, it follows that 1 dB = 100 mB, not 10 mB. Missing that extra factor of 10 creates a serious conversion error.
  • Using millibel notation where centibel is intended. 1 centibel = 10 millibels = 0.1 dB. Some sources use "centibel" for 0.1 dB precision. Verify the prefix.
  • Assuming millibel precision is necessary. For most audio, telecommunications, and acoustics work, decibel precision (integer dB or tenths of dB) is more than adequate. Millibels are only needed in precision calibration, digital audio processing, and specialized psychoacoustics research.
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Frequently Asked Questions

Can humans perceive millibel-level changes?
Under ideal conditions, the smallest detectable level change for most people is about 10-30 mB (1-3 dB). Trained listeners in controlled environments can detect changes as small as 5 mB (0.5 dB). Changes below about 5 mB are imperceptible to even the most sensitive listeners. Millibel resolution matters not for perception but for measurement precision and digital processing.
What systems actually use millibels?
Linux ALSA audio (volume specified in mB for precise digital control), some professional digital audio workstations, audiometric calibration equipment, and certain broadcasting standards. Windows and macOS audio systems also use sub-dB precision internally, though they may not expose millibel units to users.
How does millibel resolution affect digital audio quality?
When adjusting digital audio volume, coarse steps (like 1 dB) can produce audible artifacts or "zipper noise" during fades. Millibel-resolution volume control allows smooth, artifact-free transitions. This is why professional digital audio systems and high-quality music players implement fine-grained volume control even if the display only shows dB.
Is 1 millibel equal to 0.1 dB?
No. One millibel is 0.01 dB because 1 dB equals 100 mB. A change of 0.1 dB is 10 mB, and a change of 1 dB is 100 mB.
How do I convert millibels back to decibels?
Divide the millibel value by 100. For example, 2,350 mB = 23.5 dB, 50 mB = 0.5 dB, and 1 mB = 0.01 dB. This makes millibels convenient for storing decimal dB values as whole numbers.
Quick Tip

For most practical purposes, you only need to remember that 1 dB = 100 mB and 0.1 dB = 10 mB. Millibels are a convenient way to store decimal dB values as integers inside software or calibration tables. If you see 2,350 mB, divide by 100 to get 23.5 dB — which is the form most engineers and clinicians would actually discuss.

Sources & References