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nd ...1 - @b Wa p(t) H(jw) A+ (b) T Wa @b@

nd ...1 - @b Wa p(t) H(jw) A+ (b) T Wa @b@

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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A signal whose energy is concentrated in a frequency band is often referred to as a bandpass signal. There are a variety of techniques for sampling such signals, generally referred to as bandpass-sampling techniques. To examine the possibility of sampling a bandpass signal as a rate less than the total bandwidth, consider the system shown in Figure Q2(b). Assuming that w₁ > W₂ - W₁, find the maximum value of T and the values of the constants A, wa, and wo such that x, (t) = x(t). r x(t) -W₂ -W₁ 1 -Wb X(jw) X +∞ p(t) = Σ 8(t-nT) (a) Xp (t) p(t) 1 W1 W2 H(jw) T H(jw) A- ola @a Wa (b) Wb w 3 x₁ (t)
Transcribed Image Text:A signal whose energy is concentrated in a frequency band is often referred to as a bandpass signal. There are a variety of techniques for sampling such signals, generally referred to as bandpass-sampling techniques. To examine the possibility of sampling a bandpass signal as a rate less than the total bandwidth, consider the system shown in Figure Q2(b). Assuming that w₁ > W₂ - W₁, find the maximum value of T and the values of the constants A, wa, and wo such that x, (t) = x(t). r x(t) -W₂ -W₁ 1 -Wb X(jw) X +∞ p(t) = Σ 8(t-nT) (a) Xp (t) p(t) 1 W1 W2 H(jw) T H(jw) A- ola @a Wa (b) Wb w 3 x₁ (t)
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