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| With "dB" and "ratio" near the input boxes, you decide what is calculated and which box is the input. With "field quantity " and "energy quantity " you decide if it is 20 times (field quantity, e.g. volts) or 10 times (energy quantity, e.g. watts) in the formula. |
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| Level of field quantities |
Level of energy quantities |
Sound pressure, sound intensity, and their levels:
Conversion: dBu in volts, dBV in volts, volts in dBu and dBV
| Sound Field Quantities :-) sound pressure, sound velocity, particle displacement, sound distance, voltage, current, electric resistance. Inverse Distance Law 1/r |
Sound Energy Quantities Sound intensity, sound power, sound energy density, electric power. Inverse Square Law 1/r2 |

a1 and b1 is the reference
'a' could be a voltage V and 'b' could be a power P. P ~ V2
| Sound pressure Sound field size |
Sound pressure level |
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Reference sound pressure p0 = 20 μPa = 2 × 10-5 Pa (0 dB)
Field quantities, as the sound pressure, will always be shown as effective value (RMS).
| Sound intensity Sound energy size |
Sound intensity Level |

There is no decibel conversion from dBA to dBSPL or vice versa.
Charts: Conversion of voltage or power ratios to decibels dB
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