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ANALOG COMMUNICATION SYSTEMS
By
Ms. Swati Shrrpal Halunde
Assistant Professor DEPT. of
E.C.E S.I.T.C.O.E. Yadrav-
Ichalkaranji
Types of Modulation
Types of Modulation
Types of Modulation
• Amplitude Modulation: Amplitude of the carrier
is varied in accordance with the instantaneous
values of modulating signal.
• Frequency Modulation: Frequency of the carrier
is varied in accordance with the instantaneous
values of modulating signal.
• Phase Modulation: Phase of the carrier is varied
in accordance with the instantaneous values of
modulating signal.
Benefits or Need of Modulation
• To reduce the length or height of antenna
• For multiplexing
• For narrow banding or to use antenna with single
or same length
• To reduce noise effect
• To avoid equipment limitation or to reduce the
size of the equipment.
Amplitude Modulation
The amplitude of the carrier signal varies in
accordance with the instantaneous amplitude of
the modulating signal.
Amplitude Modulation
The carrier signal is given by,
C(t) = Ac Coswct
Where, Ac= Maximum amplitude of the carrier
signal.
W= 2πfc= Frequency of the carrier signal.
Modulating or baseband signal is given by,
X(t) = Am Coswmt
Where, Am = Amplitude of the baseband signal.
Amplitude Modulation
The standard equation for amplitude modulated
signal is expressed as,
S(t)= Ac Cos2πfct[1+ma(Cos2πfmt)]
Where, ma = Am/Ac = Modulation Index
Time Domain representation of AM:
S(t)=AcCos2πfct+μAc/2Cos[2πfc+2πfm]t+μAc/2Cos[2πfc-2πfm]t
I term: Carrier signal with amplitude Ac and frequency fc.
II. term: Amplitude= μAc/2, frequency= fc+fm , Upper sideband
frequency
III.term: Amplitude= μAc/2, frequency= fc-fm , Lower sideband
frequency
Amplitude Modulation
Frequency Domain representation of AM:
The time domain representation of AM wave is
given by,
S(t)= Ac Cos2πfct[1+ma(Cos2πfmt)]
Taking Fourier transform on both sides,
S(f) = Ac/2[δ(f-fc)+ δ(f+fc)] + Acma/2[M(f-fc)+ M(f+fc)]
Modulation Index
Modulation index or depth of modulation is given
by,
ma = [Amax-Amin/ Amax+Amin]= Am/Ac
Percentage of modulation index is,
%ma = [Amax-Amin/ Amax+Amin]X100= [Am/Ac ]X100
Types of AM with respect to modulation index:
• Under Modulation (ma <1)
• Critical Modulation (ma =1)
• Over Modulation (ma >1)
Types of AM

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Types of modulation .pptx

  • 1. ANALOG COMMUNICATION SYSTEMS By Ms. Swati Shrrpal Halunde Assistant Professor DEPT. of E.C.E S.I.T.C.O.E. Yadrav- Ichalkaranji Types of Modulation
  • 3. Types of Modulation • Amplitude Modulation: Amplitude of the carrier is varied in accordance with the instantaneous values of modulating signal. • Frequency Modulation: Frequency of the carrier is varied in accordance with the instantaneous values of modulating signal. • Phase Modulation: Phase of the carrier is varied in accordance with the instantaneous values of modulating signal.
  • 4. Benefits or Need of Modulation • To reduce the length or height of antenna • For multiplexing • For narrow banding or to use antenna with single or same length • To reduce noise effect • To avoid equipment limitation or to reduce the size of the equipment.
  • 5. Amplitude Modulation The amplitude of the carrier signal varies in accordance with the instantaneous amplitude of the modulating signal.
  • 6. Amplitude Modulation The carrier signal is given by, C(t) = Ac Coswct Where, Ac= Maximum amplitude of the carrier signal. W= 2πfc= Frequency of the carrier signal. Modulating or baseband signal is given by, X(t) = Am Coswmt Where, Am = Amplitude of the baseband signal.
  • 7. Amplitude Modulation The standard equation for amplitude modulated signal is expressed as, S(t)= Ac Cos2πfct[1+ma(Cos2πfmt)] Where, ma = Am/Ac = Modulation Index Time Domain representation of AM: S(t)=AcCos2πfct+μAc/2Cos[2πfc+2πfm]t+μAc/2Cos[2πfc-2πfm]t I term: Carrier signal with amplitude Ac and frequency fc. II. term: Amplitude= μAc/2, frequency= fc+fm , Upper sideband frequency III.term: Amplitude= μAc/2, frequency= fc-fm , Lower sideband frequency
  • 8. Amplitude Modulation Frequency Domain representation of AM: The time domain representation of AM wave is given by, S(t)= Ac Cos2πfct[1+ma(Cos2πfmt)] Taking Fourier transform on both sides, S(f) = Ac/2[δ(f-fc)+ δ(f+fc)] + Acma/2[M(f-fc)+ M(f+fc)]
  • 9. Modulation Index Modulation index or depth of modulation is given by, ma = [Amax-Amin/ Amax+Amin]= Am/Ac Percentage of modulation index is, %ma = [Amax-Amin/ Amax+Amin]X100= [Am/Ac ]X100 Types of AM with respect to modulation index: • Under Modulation (ma <1) • Critical Modulation (ma =1) • Over Modulation (ma >1)