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9780130932242

Circuit Analysis A Systems Approach

by ;
  • ISBN13:

    9780130932242

  • ISBN10:

    0130932248

  • Edition: 1st
  • Format: Paperback
  • Copyright: 2005-07-29
  • Publisher: Pearson
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List Price: $232.20

Summary

This unique circuit analysis text was written from the perspective that circuits are implementations of continuous-time systems and stresses such system-related concepts as their frequency responses, system functions, and time-domain behavior. Intended for a one-semester course, Circuit Analysis: A Systems Approach builds upon the approach of the best-selling texts DSP First and SP First by McClellan et al. and assumes familiarity and makes extensive use of the transform domain for solving problems.Each chapter contains worked examples and is followed by problems, which are grouped into four categories: Drill Problems, Basic Problems, Advanced Problems, and Design Problems.Supplementary materials are available on a website. Materials include visualization and analysis tools designed to complement the text and increase student engagement and understanding. Solved problems and step-by-step solutions are available for instructors.

Table of Contents

Foreword xiii
Preface xv
Circuit Elements and Models
1(51)
Introduction
1(1)
Network Elements
2(9)
Sign Conventions for Defining Element Variables
4(1)
Resistors
5(3)
Inductors
8(1)
Capacitors
9(1)
Short Circuits
10(1)
Open Circuits
11(1)
Switches
11(1)
Independent Sources
11(1)
Kirchhoff's Laws
12(17)
Kirchhoff's Current Law (KCL)
13(4)
Kirchhoff's Voltage Law (KVL)
17(4)
Solving for the Element Variables in a Circuit
21(1)
A Confusing Issue: Selecting Reference Directions
22(3)
Elements Connected in Series and Parallel
25(3)
Circuits with Inductors and/or Capacitors
28(1)
Dependent Sources
29(4)
The Role of Models
33(1)
Chapter Summary
34(2)
Important Points Introduced
34(1)
New Abilities Acquired
35(1)
Links
35(1)
Problems
36(16)
Drill Problems
36(3)
Basic Problems
39(6)
Advanced Problems
45(5)
Design Problems
50(2)
Writing Circuit Equations
52(54)
The Exhaustive Method for Writing a Sufficient Set of Circuit Equations
53(5)
Proof of Sufficiency of the Method*
53(2)
Examples of the Method
55(3)
Supernodes and Supermeshes
58(6)
Supernodes
58(1)
Supermeshes
59(3)
Dependent Sources
62(2)
Solving Circuit Equations
64(8)
Matrices
64(1)
Matrix Operations
64(2)
Representing Linear Equations in MATLAB*
66(1)
Matrix Descriptions of Resistive Circuits
67(2)
Superposition of Independent Sources
69(3)
The Node Method
72(6)
The Mesh Method
78(5)
Conservation of Power
83(4)
A Confusing Issue: Proper Treatment of Sources
83(4)
Chapter Summary
87(1)
Important Points Introduced
87(1)
New Abilities Acquired
87(1)
Problems
88(18)
Drill Problems
88(4)
Basic Problems
92(10)
Advanced Problems
102(2)
Design Problems
104(2)
Subnetworks
106(44)
Resistor-Only Subnetworks
107(9)
Resistors in Series
107(2)
Resistors in Parallel
109(1)
A Confusing Issue: Identifying Series and Parallel Elements
110(6)
The v---i Characteristics of Two-Terminal Networks
116(4)
Thevenin Equivalent Networks
120(8)
Thevenin's Theorem for Resistive Networks
120(5)
Norton's Theorem for Resistive Networks
125(2)
Other Equivalence Relations
127(1)
Selecting an Analysis Method
128(5)
Graphical Analysis*
133(2)
Chapter Summary
135(1)
Important Points Introduced
135(1)
New Abilities Acquired
136(1)
Problems
136(14)
Drill Problems
136(2)
Basic Problems
138(6)
Advanced Problems
144(5)
Design Problems
149(1)
Operational Amplifiers
150(26)
The Ideal Opamp
150(4)
The Node Method for Opamp Circuits
154(2)
A Confusing Issue: Writing KCL Equations at the Input Nodes
155(1)
Additional Examples of Operational-Amplifier Circuits
156(8)
Noninverting Amplifier
156(1)
Difference Amplifier
157(1)
Summing Amplifier
158(1)
A Confusing Issue: Opamp Output Current
159(1)
Buffer Amplifiers and Loading
160(1)
Voltage-Controlled Current Source
161(1)
A ``Negative Resistor''
162(1)
Integrator
163(1)
Differentiator
164(1)
Chapter Summary
164(1)
Important Points Introduced
164(1)
New Abilities Acquired
165(1)
Problems
165(11)
Drill Problem
165(1)
Basic Problems
165(5)
Advanced Problems
170(5)
Design Problems
175(1)
Laplace Transforms
176(28)
Some Basic Signals
178(5)
Sinusoids
178(2)
Exponentially Weighted Sinusoids
180(2)
Switched-Exponential Signals
182(1)
Definition of the Laplace Transform
183(2)
Some Properties of the Laplace Transform
185(3)
Inverse Laplace Transforms
188(11)
Case 1: More Poles than Zeros
189(3)
Case 2: Fewer Poles than Zeros (m ≥ n)
192(5)
A Confusing Issue: Using Limits to Compute Residues
197(1)
Case 3: Repeated Roots
198(1)
Chapter Summary
199(1)
Important Points Introduced
199(1)
New Abilities Acquired
199(1)
Problems
199(5)
Drill Problems
199(1)
Basic Problems
200(2)
Advanced Problems
202(2)
Circuits in the Laplace Domain
204(49)
Circuits with One Reactive Element
205(8)
Differential-Equation Descriptions
205(3)
Solving Differential Equations with Exponential Inputs
208(3)
Solving Differential Equations by Using Laplace Transforms
211(2)
Circuits in the Laplace Domain
213(12)
KCL in the Laplace Domain
214(1)
KVL in the Laplace Domain
215(1)
Element Relations in the Laplace Domain
215(8)
A Confusing Issue: Modelling Initial Capacitor Voltages and Inductor Currents
223(2)
Inspection Methods for First-Order Circuits with Constant Inputs
225(4)
Circuit Behavior at t = ∞
225(1)
Circuit Behavior at t = 0
226(1)
Calculating the Time Constant τ
227(2)
Impedances and Admittances
229(5)
Impedances Connected in Series and Parallel
230(2)
Thevenin and Norton Equivalent Circuits*
232(2)
Systematic Analysis Methods
234(6)
A Set of Sufficient Equations for Analyzing a Circuit*
234(3)
Node and Mesh Methods in the Laplace Domain
237(2)
Operational Amplifiers in the Laplace Domain
239(1)
Chapter Summary
240(1)
Important Points Introduced
240(1)
New Abilities Acquired
241(1)
Problems
241(12)
Drill Problems
241(3)
Basic Problems
244(5)
Advanced Problems
249(3)
Design Problems
252(1)
System Functions
253(44)
Circuits as Systems
254(12)
The Input-Output Point of View
254(1)
The Complete Solution of a Circuit
255(4)
Circuits at Initial Rest
259(1)
Impulse Responses, Poles, and Zeros
260(4)
The Unit-Step Response
264(2)
Linearity and Time Invariance
266(6)
Circuits at Initial Rest as Linear Systems
266(1)
Circuits at Initial Rest as Time-Invariant Systems
267(1)
Exploiting Linearity and Time Invariance
268(4)
Responses to Switched-Exponential Inputs
272(5)
The General Case
273(1)
Impulse Responses of First- and Second-Order Systems
274(3)
Two Additional Circuit Descriptions*
277(7)
Differential-Equation Characterization at Initial Rest
277(4)
Impulse-Response Characterization
281(3)
Chapter Summary
284(1)
Important Points Introduced
284(1)
New Abilities Acquired
285(1)
Problems
285(12)
Drill Problems
285(1)
Basic Problems
286(5)
Advanced Problems
291(3)
Design Problems
294(3)
Sinusoidal Input Signals
297(54)
The Sinusoidal Steady State
298(6)
Sinusoidal Signals
298(1)
Physical Circuits and Mathematical Models
298(1)
Responses to Real Sinusoidal Inputs
299(4)
Responses to Unswitched Signals
303(1)
Analyzing Circuits by Using Phasors
304(15)
A Simple Circuit with a Complex Exponential Input
304(4)
The General Case
308(8)
Networks with Multiple Sources
316(3)
Frequency-Domain Circuit Simplifications
319(11)
Series and Parallel Connections
319(2)
Thevenin and Norton Equivalent Circuits
321(2)
The Node and Mesh Methods in the Phasor Domain
323(6)
Operational-Amplifier Circuits
329(1)
Power in the Phasor Domain
330(6)
Average Power
330(1)
RMS Values
331(1)
Power in Circuits with Sinusoidal Excitations
332(4)
Maximum Power Transfer
336(3)
Resistive Circuits
336(1)
General Circuits
337(2)
Chapter Summary
339(1)
Important Points Introduced
339(1)
New Abilities Acquired
340(1)
Problems
340(11)
Drill Problems
340(2)
Basic Problems
342(5)
Advanced Problems
347(2)
Design Problems
349(2)
Frequency Responses of Circuits
351(47)
Spectrum Representations of Periodic Signals
352(10)
Spectrum of a Sum of Sinusoids
352(2)
Periodic Waveforms
354(1)
Fourier-Series Representations
355(3)
Response of a Circuit to a Periodic Input
358(4)
Spectrum Representations for Aperiodic Signals
362(4)
The Fourier Transform
362(1)
Circuit Analysis by Using Fourier Transforms
363(3)
The System Function and the Frequency Response
366(9)
Graphical Interpretation of Frequency Response
366(5)
Resonance
371(4)
Bode Plots
375(10)
First-Order Systems
376(2)
Second-Order Systems
378(1)
Multifactor Bode Plots
379(3)
A Confusing Issue: Normalized Forms for System Functions
382(3)
Chapter Summary
385(1)
Important Points Introduced
385(1)
New Abilities Acquired
386(1)
Problems
386(12)
Drill Problems
386(1)
Basic Problems
387(6)
Advanced Problems
393(3)
Design Problems
396(2)
Filter Circuits
398(25)
Lowpass Filters
399(9)
Ideal vs. Buildable Filters
400(1)
Butterworth and Chebyshev Lowpass Filters
401(5)
Realizations of Lowpass Second-Order Sections That Use Operational Amplifiers
406(2)
Transforming Basic Filters
408(7)
Frequency Scaling
409(1)
Lowpass-to-Highpass Transformations
410(2)
Lowpass-to-Bandpass Transformations
412(2)
Impedance Scaling
414(1)
Chapter Summary
415(1)
Important Points Introduced
415(1)
New Abilities Acquired
415(1)
Problems
415(8)
Drill Problems
415(1)
Basic Problems
416(3)
Advanced Problems
419(2)
Design Problems
421(2)
A Review of Complex Numbers
423(10)
Definitions
423(1)
Graphical Interpretation of Complex Numbers
424(2)
Complex Exponentials
426(3)
The Complex Conjugate
429(1)
Drill Problems
429(2)
Basic Problems
431(2)
B Answers to Selected Basic Problems
433(6)
Index 439

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