written 6.9 years ago by | • modified 2.9 years ago |
Subject : Principle of Communication Engineering
Topic : Amplitude Modulation and Demodulation
Difficulty : High
written 6.9 years ago by | • modified 2.9 years ago |
Subject : Principle of Communication Engineering
Topic : Amplitude Modulation and Demodulation
Difficulty : High
written 6.7 years ago by |
Carson Rule
These sidebands consist of Bessel Functions of any order. From a practical standpoint the band occupancy of an FM modulated carrier only needs to count the Bessel Function sidebands of significant amplitude.
Carson's bandwidth rule is expressed by the relation:
where:
Bfm = Carson bandwidth requirement
Delta f = peak frequency deviation;
B= highest frequency in the modulating signal.
As an example, a RF band modulator will have a peak deviation of 75KHz and the highest audio frequency is 15KHz. To calculate the CARSON’S RULE bandwidth occupancy of this signal, add the highest audio frequency to the peak deviation (15KHz + 75KHz = 90KHz), then multiply by two to include both the upper and lower sideband (90KHz X 2 = 180KHz).
The CARSON’S BANDWIDTH for this signal is 180KHz. Since there are many Bessel Function sidebands beyond 180KHz, FM channels must be spaced considerably farther apart than 180KHz.
Working of Superheterodyne Reciever
The working of a superheterodyne receiver is explained with the help of the block diagram given below in Fig1 along with the waveforms at the output of each block.
Fig1. Superheterodyne receiver