B. DSBSC modulated signal istransmitted over a noisy channel, with the power spectral density of noise being as shown in Figure 1. The Costas receiver shown in figure 2 is used to recover the signal. (Assume: (o) phase shift is constant value arrange between zero to 90 degree) 1. Derive the demodulated signal 2. Determine the maximum power of the demodulated signal 3. Determine the signal to noise ratio for the demodulated signal lehanel

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B. DSBSC modulated signal is transmitted over a noisy channel, with the power spectral
density of noise being as shown in Figure 1. The Costas receiver shown in figure 2 is
used to recover the signal. (Assume: (9) phase shift is constant value arrange between
zero to 90 degree)
1. Derive the demodulated signal
2. Determine the maximum power of the demodulated signal
3. Determine the signal to noise ratio for the demodulated signal
Iehannel
Product
modulator
Loe-pess
fite
Demodlated
sigal
cos (2f
Voltag
controlled
Ocillator
Prase
dscrinirata
DSB SC sigal
A, cos (2ef, m
phase-shifter
Sy
WHz
sin 2nfa + 4)
10
Puduct
moduletar
Loepes
filter
AKH2)
Qctanne
-400
400
Figure 1
Figure 2
Transcribed Image Text:B. DSBSC modulated signal is transmitted over a noisy channel, with the power spectral density of noise being as shown in Figure 1. The Costas receiver shown in figure 2 is used to recover the signal. (Assume: (9) phase shift is constant value arrange between zero to 90 degree) 1. Derive the demodulated signal 2. Determine the maximum power of the demodulated signal 3. Determine the signal to noise ratio for the demodulated signal Iehannel Product modulator Loe-pess fite Demodlated sigal cos (2f Voltag controlled Ocillator Prase dscrinirata DSB SC sigal A, cos (2ef, m phase-shifter Sy WHz sin 2nfa + 4) 10 Puduct moduletar Loepes filter AKH2) Qctanne -400 400 Figure 1 Figure 2
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