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The decibel
The Decibel


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The decibel expresses a ratio of quantities and not a quantity by itself.

The decibel does not express an exact quantity.

The decibel expresses how many times more or how many times less, a quantity in relation to another quantity is. It is an expression that is not linear but logarithmic.

It is a relative measurement unit. At audio frequencies a change of 1 decibel (dB) is barely noticed.

The decibel is represented in abbreviated form by dB. There is also the Bel.

1 Bel = 10 dB

Power ratio expressed in dB

If there are two powers P1 and P2, the ratio P1/P2 is NdB
NdB = 10 log10 P2/P1

Voltage ratio expressed in dB

If you have two voltages V1 and V2, the ratio V1/V2 is NdB
NdB = 20 log10 V2/V1

Current Ratio expressed in dB.

If there are two currents I1 and I2, I1/I2 ratio is NdB
NdB = 20 log10 I2/I1

If the result in dB is positive, it means that the relation between the two values is greater than 1 and if it is negative means that the relation between the two values is less than 1.

For example:

An amplifier with:

V1 = input voltage = 100mV
V2 = output voltage = 70.7mV

The amplification is the ratio between de output voltage V2 and the input voltage V1.

NdB = 20 log10 (70.7/100)
NdB = 20 log10 0.707
NdB = 20 x (-0.1506)
NdB = -3.012 dB

That means that there is a negative amplification.

Why use the decibel system?

It is a very simple reason. If we have a system with gains and losses (negative gains). It is much easier to add or subtract gains (not to multiply them) to obtain the final gain.

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