written 7.9 years ago by | • modified 2.9 years ago |
Mumbai University > Information Technology > Sem 3 > Principles of analog and digital communication
Marks:- 5M
Year:- Dec 2015
written 7.9 years ago by | • modified 2.9 years ago |
Mumbai University > Information Technology > Sem 3 > Principles of analog and digital communication
Marks:- 5M
Year:- Dec 2015
written 7.9 years ago by |
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.
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$