3.12 Let f₂(t) = (1 + Xƒ(t)) cos wot represent an AM signal where f(t) represents the message signal that is bandlimited to Bo. (a) Can you use a full wave rectifier followed by a Low-Pass Filter (LPF) as shown below to detect f(t)? If so, obtain g(t) in terms of f(t). fz(t) |f₂(t)| LPF →→ - g(t) (LPF: Low-Pass Filter with cutoff frequency equal to Bo) (b) Repeat (a) with the full wave rectifier replaced by a half wave rectifier.

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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3.12 Let
f₂(t) = (1 + Xƒ(t)) cos wot
represent an AM signal where f(t) represents the message signal that
is bandlimited to Bo.
(a) Can you use a full wave rectifier followed by a Low-Pass Filter (LPF)
as shown below to detect f(t)? If so, obtain g(t) in terms of f(t).
fz(t)
|fz(t)|
LPF
→→ - g(t)
(LPF: Low-Pass Filter with cutoff frequency equal to Bo)
(b) Repeat (a) with the full wave rectifier replaced by a half wave
rectifier.
Transcribed Image Text:3.12 Let f₂(t) = (1 + Xƒ(t)) cos wot represent an AM signal where f(t) represents the message signal that is bandlimited to Bo. (a) Can you use a full wave rectifier followed by a Low-Pass Filter (LPF) as shown below to detect f(t)? If so, obtain g(t) in terms of f(t). fz(t) |fz(t)| LPF →→ - g(t) (LPF: Low-Pass Filter with cutoff frequency equal to Bo) (b) Repeat (a) with the full wave rectifier replaced by a half wave rectifier.
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