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Explain the following (i) Shot noise (ii) Equivalent Noise temperature

Mumbai University > Information Technology > Sem 3 > Principles of analog and digital communication

Marks:- 5M

Year:- Dec 2015

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  1. Shot noise:
  • The shot noise is produced due to shot effect.

  • Due to the shot effect, shot noise is produced in all the amplifying devices rather in all the active devices.

  • The shot noise is produced due to the random variations in the arrival of electrons (holes) at the output electrode of an amplifying device.

  • Therefore it appears as a randomly varying noise current superimposed on the output.

  • The exact formula for the shot noise can be obtained only for diodes. The mean square shot noise current for a diode is given as

    $I^2_n$= 2(I+2$I_0$) q B ${amperes}^2$

Where I = direct current across the junction

$I_ 0$= reverse saturation current

q = electron charge

B = effective noise bandwidth in Hz.

  1. Equivalent Noise temperature:
  • The equivalent noise temperature of a system is defined as the temperature at which the noisy resistor has to be maintained so that by connecting this resistor to the input of a noiseless version of the system; it will produce the same amount of noise power at the system output as that produced by the actual system.

  • The equivalent noise temperature is used in dealing with the UHF and microwave low noise antennas, receivers or devices.

  • Equivalent Noise temperature $T_{eq}$ at Amplifier Input:

The noise at the input of the amplifier input is given as follows:

$P_{na}$ = (F-1) k $T_o$ B

This is the noise contributed by the amplifier. This noise power can be alternatively represented by some fictitious temperature $T_$eq}$ such that, k$T_{eq}$ B= (F-1) k $T_o$ B Thus the equivalent noise temperature of the amplifier is given by, $T_{eq}$ = (F-1) $ T_o$

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