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Exam (elaborations) TEST BANK FOR Fundamentals of Digital Signal Processing Using MATLAB 2nd Edition By Robert J. Schilling and Sandra L. Harris (Instructor Solution Manual)

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Exam (elaborations) TEST BANK FOR Fundamentals of Digital Signal Processing Using MATLAB 2nd Edition By Robert J. Schilling and Sandra L. Harris (Instructor Solution Manual) INSTRUCTOR'S SOLUTIONS MANUAL TO ACCOMPANY FUNDAMENTALS OF DIGITAL SIGNAL PROCESSING using MATLAB SECOND EDITION ROBERT J. SCHILLING SANDRA L. HARRIS Contents Chapter 1 1 Chapter 2 57 Chapter 3 155 Chapter 4 274 Chapter 5 384 Chapter 6 467 Chapter 7 572 Chapter 8 675 hapter 9 765 C Chapter 1 1.1 Suppose the input to an amplifier is xa(t) = sin(2F0t) and the steady-state output is ya(t) = 100 sin(2F0t + 1) − 2 sin(4F0t + 2) + cos(6F0t + 3) (a) Is the amplifier a linear system or is it a nonlinear system? (b) What is the gain of the amplifier? (c) Find the average power of the output signal. (d) What is the total harmonic distortion of the amplifier? Solution (a) The amplifier is nonlinear because the steady-state output contains harmonics. (b) From (1.1.2), the amplifier gain is K = 100. (c) From (1.2.4), the output power is Py = d2 0 4 + 1 2

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Uploaded on
November 12, 2021
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869
Written in
2021/2022
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, INSTRUCTOR'S SOLUTIONS MANUAL
TO ACCOMPANY



FUNDAMENTALS OF
DIGITAL SIGNAL PROCESSING
using MATLAB

SECOND EDITION



ROBERT J. SCHILLING

SANDRA L. HARRIS

, Contents
Chapter 1 1

Chapter 2 57

Chapter 3 155

Chapter 4 274

Chapter 5 384

Chapter 6 467

Chapter 7 572

Chapter 8 675

Chapter 9 765

, Chapter 1
1.1 Suppose the input to an amplifier is xa (t) = sin(2πF0 t) and the steady-state output is


ya (t) = 100 sin(2πF0 t + φ1 ) − 2 sin(4πF0 t + φ2 ) + cos(6πF0 t + φ3 )



(a) Is the amplifier a linear system or is it a nonlinear system?
(b) What is the gain of the amplifier?
(c) Find the average power of the output signal.
(d) What is the total harmonic distortion of the amplifier?


Solution


(a) The amplifier is nonlinear because the steady-state output contains harmonics.
(b) From (1.1.2), the amplifier gain is K = 100.
(c) From (1.2.4), the output power is


d20 1 2
d1 + d+ 22 + d23

Py = +
4 2
= .5(1002 + 22 + 1)
= 5002.5

(d) From (1.2.5)


100(Py − d21 /2)
THD =
Py
100(5002.5 − 5000)
=
5002.5
= .05%




© 2012 Cengage Learning. All Rights Reserved. May not be scanned, copied or duplicated, or posted to a publicly accessible website, in whole or in part.

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