ii. review on analog modulation-1
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Broadcast Engineeringand AcousticsI I . REVIEW ON ANALOG MODULATION
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Modulation
The process of modifying the property of a higfrequency electromagnetic wave in accordancsignal.
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Baseband and Carrier Signal
The baseband signal is the information signal. Also cthe modulating signal.
The carrier signal is the information being modulate
the signal that is transmitted.
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Different types of modulation
A/A A/D D/A D/D
AM
FM
PM
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Different types of modulation
A/A A/D D/A D/D
PAM
PDM
PPM
PCM
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Different types of modulation
A/A A/D D/A D/D
ASK
FSK
PSK
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Different types of modulation
A/A A/D D/A D/D
Unipolar
PolarBipolar
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mplitude Modulation
In amplitude modulation, the amplitude of a carrier varied by the modulating signal.
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Equations of M Signal
Modulating Signal Carrier Signal
Amplitude Modulated Signal
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Instantaneous value of the modulatsignalThe instantaneous values of modulating signal and carrier signal can brepresented as given below.
em = Em sin(wmt)
Where: em = instantaneous amplitude
Em = maximum amplitude
wm = 2(pi)fm = angular frequency
f = frequency of the modulating signal
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Instantaneous value of the carrier si
ec = Ec sin(wct)
Where ec = instantaneous amplitude
Ec = maximum amplitude
wc = 2(pi)fc angular frequency
fc = frequency of the carrier signal
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Instantaneous value of amplitudemodulated signal
EAM = Ec + emEAM = Ec + Em sin(wmt)
eAM = Eam sin
eAM = Eam sin(wct)eAM = [Ec + Em sin(wm t)]sin(wct)
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Modulation Index and Percentage of
Modulation
Modulation index is a number lying between 0 and 1, and iratio of the amplitude of the modulating frequency to the aof the carrier frequency. It is very often expressed as a percand is called the percentage of modulation.
Overmodulation refers to conditions where in the modulatiis greater that 1, causing distortion to the amplitude modulwave.
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Modulation Index
m = Em / Ec
m = modulation index
Em = amplitude of modulating frequencyEc = amplitude of carrier frequency
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Percentage of Modulation
%m = (Em / Ec ) * 100%
m = percentage of modulation
Em = amplitude of modulating frequencyEc = amplitude of carrier frequency
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Frequency Spectrum of the M Wave
The modulated carrier has new signals at differentfrequencies, called side frequencies or sidebands.
The sidebands occur in the frequency spectrum dire
above and below the carrier frequency.
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Upper and Lower Sidebands
fUSB
= fc
+ fm
fLSB = fc fm
where:
fUSB = upper sideband frequency
fLSB =lower sideband frequency
fc =carrier frequency
fm =modulating frequency
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Bandwidth of M Wave
Bandwidth is a measure of the width of a range offrequencies, measure in hertz.
The bandwidth in am can be measured by subtractin
lowest frequency of the signal from the highest freqof the signal.
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B = fUSB fLSBB = (fc + fm ) (fc - fm )
B = 2fm
where
B = bandwidth
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ngle Modulation
Is a modulation technique which varies the phase anhigh-frequency carrier signal in proportion with theinstantaneous amplitude of a modulating signal.
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Forms of ngle Modulation
Frequency Modulation (FM)
- is an angle modulation method which the frequencycarrier signal is varied in proportion with the amplitude of tmodulating signal.
Phase Modulation (PM)
- is an angle modulation method which the phase of asignal is varied in proportion with the amplitude of the modsignal.
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General Waveforms
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Frequency Modulation
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Frequency Deviation
Is used in radio to describe the maximum instantaneous diffbetween an FM modulated frequency and the nominal carrfrequency.
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Modulation Index
Modulation is generally expressed in terms of the modulatioThe modulation index is the ratio of the frequency deviationmodulating frequency.
Also called as the phase deviation.
m = f / fm
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Percent modulation
It is the modulation index, expressed as a percentag
% m = (f / fm) * 100%
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Deviation Ratio
The ratio of the maximum frequency deviation to the maximmodulating frequency.
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Frequency Spectrum of an FM
Wave
In AM wave, it is easy to tell what frequencies are prthe modulated wave. Unfortunately, the situation is complicated, mathematically for FM.
In FM, there is an infinite number of side bands.
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Bessel Functions
Are canonical solutions to Bessels differential equat
To describe and FM wave, the only solution involvesof Bessel Functions
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Bandwidth Requirements
The bandwidth of an FM wave is given by the followequation, formulated through Carsons Bandwidth R
BW = 2(m+1) fm
BWFM = 2(f + fm)
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Example
Find the bandwidth, given the following parameters
1. f = 75 kHz f m = 50 Hz
2. f = 75 KHz f m = 500 Hz
3. f = 75 KHz f m = 5 kHz
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Uses of Frequency Modulation
Service Type Frequency Assignment Channel Bandwidth Maximum Deviation
Commercial FM 88.0 to 108.0 MHz 200 KHz (+/-) 75 KHz
radio Broadcast
Television sound 4.5 MHz above picture 100 KHz (+/-) 25 KHz mono
carrier frequency (+/-) 50 KHz stereo
Public safety: 50 MHz 20 KHz (+/-) 5 KHz
police, fire, 122 to 174 MHz
ambulance, transpo.,
government, etc.
Amateur band radio 216 to 470 MHz 15 KHz (+/-) 3 KHz
Wireless mics andThe same as commercial FM broadcast, but limited in power less than 1
wireless telephone
Military Intermingled with public safety and extending to microwave frequenci
AM FM
Stands for AM stands for Amplitude Modulation FM stands for Frequency Modulation
h d f d f f ll d h d d d l d h d
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OriginAM method of audio transmission was first successfully carried out in the mid
1870s.
FM radio was developed in the United states
Armstrong.
Modulating differences
In AM, a radio wave known as the "carrier" or "carrier wave" is modulated in
amplitude by the signal that is to be transmitted. The frequency and phase
remain the same.
In FM, a radio wave known as the "carrier" o
frequency by the signal that is to be transmit
remain the same.
Pros and cons
AM has poorer sound quality compared with FM, but is cheaper and can be
transmitted over long distances. It has a lower bandwidth so it can have more
stations available in any frequency range.
FM is less prone to interference than AM. Ho
by physical barriers. FM has better sound qu
Frequency Range
AM radio ranges from 535 to 1705 KHz (OR) Up to 1200 bits per second. FM radio ranges in a higher spectrum from 8
bits per second.
Bandwidth Requirements
Twice the highest modulating frequency. In AM radio broadcasting, the
modulating signal has bandwidth of 15kHz, and hence the bandwidth of an
amplitude-modulated signal is 30kHz.
Twice the sum of the modulating signal freq
deviation. If the frequency deviation is 75kH
frequency is 15kHz, the bandwidth required
Complexity
Transmitter and receiver are simple but syncronization is needed in case ofSSBSC AM carrier.
Transmitter and receiver are more complex ahas to be converted and detected from corre
frequencies.(i.e. voltage to frequency and fre
has to be done).
Noise
AM is more susceptible to noise because noise affects amplitude, which is
where information is "stored" in an AM signal.
FM is less susceptible to noise because infor
transmitted through varying the frequency, a