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where P1 and P2 are the input and output powers respectively. Using the bel unit, however, results in small numbers, so the decibel (one tenth of a bel) became popular in its place. As there are ten decibels (dB) in a bel:
When gain is calculated using voltage instead of power, making the substitution (P=V2/R), the formula is:
<math>Gain=10{\times}log{(\frac{V_2}{V_1}})^2 dB</math> <math>Gain=20{\times}log ({\frac{V_2}{V_1}})dB</math> This formula only holds true if the load impedances are identical. In many modern electronic devices, output impedances are low enough and input impedances high enough that load can be ignored without significantly affecting the calculation. ExampleIf an amplifier produces an output of 1 volt into a 1 ohm load, then it is providing 1 watt of output power. If the amplifier is then altered to produce an output of 10 volts into the same load, it is now providing 100 watts of output power <math>(P= {{V^2}\over R}) \!\ </math>. Therefore: voltage gain = 10 times (10 dB) power gain = 100 times (20 dB) A gain of factor 1 or (equivalent to 0 dB) where both input and output are at the same voltage level is also known as unity gain. See also
This article contains material from the Federal Standard 1037C, which, as a work of the United States Government, is in the public domain. es:Ganancia (electrónica) fr:Gain it:Guadagno ja:利得 pl:Współczynnik wzmocnienia pt:Ganho su:Gain zh:增益
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