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Introductory Circuits for Electrical and Computer Engineering: United States Edition [Paperback / softback]

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  • Format: Paperback / softback, 576 pages, height x width x depth: 235x205x29 mm, weight: 1050 g
  • Pub. Date: 01-Nov-2001
  • Publisher: Pearson
  • ISBN-10: 0130198552
  • ISBN-13: 9780130198556
  • Paperback / softback
  • Price: 213,16 €*
  • * This title is out of print. Used copies may be available, but delivery only inside Baltic States
  • This title is out of print. Used copies may be available, but delivery only inside Baltic States.
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  • Format: Paperback / softback, 576 pages, height x width x depth: 235x205x29 mm, weight: 1050 g
  • Pub. Date: 01-Nov-2001
  • Publisher: Pearson
  • ISBN-10: 0130198552
  • ISBN-13: 9780130198556

Readers benefit because the book is based on these three themes: (1) it builds an understanding of concepts based on information the reader has previously learned; (2) it helps stress the relationship between conceptual understanding and problem-solving approaches; (3) the authors provide numerous examples and problems that use realistic values and situations to give users a strong foundation of engineering practice. The book also includes a PSpice Supplement which contains problems to teach readers how to construct PSpice source files; and this PSpice Version 9.2 can be used to solve many of the exercises and problems found in the book. Topical emphasis is on the basic techniques of circuit analysis—Illustrated via a Digital-to-Analog Resistive Ladder (Chapter 2); the Flash Converter (Chapter 4); Dual Slope Analog-to-Digital Converter (Chapter 5); Effect of parasite inductance on the step response of a series RLC circuit (Chapter 6); a Two-Stage RC Ladder Network (Chapter 8); and a Switching Surge Voltage (Chapter 9). For Electrical and Computer Engineers.

Preface xiii
Circuit Variables and Circuit Elements
1(43)
Circuit Analysis: An Overview
2(1)
Voltage, Current, and the Basic Circuit Elements
3(2)
The Ideal Basic Circuit Element
5(2)
Power and Energy
7(3)
Voltage and Current Sources
10(4)
Electrical Resistance (Ohm's Law)
14(4)
Kirchhoff's Laws
18(8)
Analysis of a Circuit Containing Dependent Sources
26(18)
Summary
29(1)
Problems
30(14)
Some Circuit Simplification Techniques
44(32)
Practical Perspective: Digital-to-Analog Resistive Ladder
44(2)
Combining Resistors in Series and Parallel
46(4)
Voltage and Current Dividers
50(4)
Source Transformations
54(4)
Superposition
58(18)
Practical Perspective: Digital-to-Analog Resistive Ladder
62(3)
Summary
65(1)
Problems
66(10)
Techniques of Circuit Analysis
76(68)
Practical Perspective: Circuits with Realistic Resistors
76(2)
Terminology
78(5)
Introduction to the Node-Voltage Method
83(3)
The Node-Voltage Method and Dependent Sources
86(2)
The Node-Voltage Method: Some Special Cases
88(3)
Introduction to the Mesh-Current Method
91(4)
The Mesh-Current Method and Dependent Sources
95(2)
The Mesh-Current Method: Some Special Cases
97(2)
The Node-Voltage Method Versus the Mesh-Current Method
99(5)
Thevenin and Norton Equivalents
104(7)
More on Deriving a Thevenin Equivalent
111(2)
Maximum Power Transfer
113(31)
Practical Perspective: Circuits with Realistic Resistors
116(4)
Summary
120(2)
Problems
122(22)
The Operational Amplifier
144(36)
Practical Perspective: The Flash Converter
144(2)
Operational Amplifier Terminals
146(1)
Terminal Voltages and Currents
147(5)
The Inverting-Amplifier Circuit
152(2)
The Summing-Amplifier Circuit
154(1)
The Noninverting-Amplifier Circuit
155(1)
The Difference-Amplifier Circuit
156(6)
The Comparator
162(18)
Practical Perspective: The Flash Converter
164(1)
Summary
165(1)
Problems
166(14)
The Natural and Step Response of RL and RC Circuits
180(82)
Practical Perspective: Dual Slope Analog-to-Digital Converter
180(2)
The Inductor
182(7)
The Capacitor
189(6)
Series-Parallel Combinations of Inductance and Capacitance
195(3)
Natural Response of RL and RC Circuits
198(16)
Step Response of RL and RC Circuits
214(17)
The Integrating Amplifier
231(31)
Practical Perspective: Dual Slope Analog-to-Digital Converter
234(2)
Summary
236(2)
Problems
238(24)
Natural and Step Responses of RLC Circuits
262(48)
Practical Perspective: Parasitic Inductance
262(2)
Introduction to the Natural Response of a Parallel RLC Circuit
264(6)
The Forms of the Natural Response of a Parallel RLC Circuit
270(13)
The Step Response of a Parallel RLC Circuit
283(8)
The Natural and Step Response of a Series RLC Circuit
291(19)
Practical Perspective: Parasitic Inductance
297(1)
Summary
298(2)
Problems
300(10)
Sinusoidal Steady-State Analysis
310(84)
Practical Perspective: Household Distribution Circuit
310(2)
The Sinusoidal Source
312(5)
The Sinusoidal Response
317(2)
The Phasor
319(6)
The Passive Circuit Elements in the Frequency Domain
325(4)
Kirchhoff's Laws in the Frequency Domain
329(2)
Circuit Simplifications
331(10)
The Node-Voltage Method
341(2)
The Mesh-Current Method
343(1)
Instantaneous Average, and Reactive Power
344(6)
The rms Value and Power Calculations
350(3)
Complex Power and Power Calculations
353(41)
Practical Perspective: Household Distribution Circuit
366(3)
Summary
369(3)
Problems
372(22)
Introduction to the Laplace Transform
394(48)
Practical Perspective: Two-Stage RC Ladder
394(2)
Definition of the Laplace Transform
396(2)
The Step Function
398(3)
The Impulse Function
401(4)
Functional Transforms
405(1)
Operational Transforms
406(6)
Applying the Laplace Transform
412(2)
Inverse Transforms
414(12)
Poles and Zeros of F(s)
426(1)
Initial-and Final-Value Theorems
427(15)
Practical Perspective: Two-Stage RC Ladder
431(1)
Summary
432(1)
Problems
433(9)
The Laplace Transform in Circuit Analysis
442(75)
Practical Perspective: Creation of a Voltage Surge
443(1)
Circuit Elements in the s Domain
444(3)
Circuit Analysis in the s Domain
447(2)
Applications
449(14)
The Transfer Function
463(2)
The Transfer Function in Partial Fraction Expansions
465(4)
The Transfer Function and the Convolution Integral
469(8)
The Transfer Function and the Steady-State Sinusoidal Response
477(3)
The Impulse Function in Circuit Analysis
480(13)
Practical Perspective: Creation of a Voltage Surge
491(2)
Summary
493(2)
Problems
495(22)
Appendix A The International System of Units 517(4)
Appendix B Complex Numbers 521(8)
B.1 Notation
521(1)
B.2 The Graphical Representation of a Complex Number
522(1)
B.3 Arithmetic Operations
523(2)
B.4 Useful Identities
525(1)
B.5 The Integer Power of a Complex Number
526(1)
B.6 The Roots of a Complex Number
526(3)
Appendix C An Abbreviated Table of Trigonometric Identities 529(2)
Appendix D An Abbreviated Table of Integrals 531(2)
Appendix E Answers to Selected Problems 533(8)
Index 541


Professor James W. Nilsson taught at Iowa State University for 39 years. Since retiring from Iowa State, he has been a visiting professor at Notre Dame, California Polytechnic at San Luis Obispo, and the United States Air Force Academy. In 1962, he co-authored (with R.G. Brown) Introduction to Linear Systems Analysis (John Wiley & Sons). In 1968, he authored Introduction to Circuits, Instruments, and Electronics (Harcourt Brace and World). Professor Nilsson received a Standard Oil Outstanding Teacher Award in 1968, the IEEE Undergraduate Teaching Award in 1992, and the McGraw-Hill Jacob Millman Award in 1995. In 1990, he was elected to the rank of Fellow of the Institute of Electrical and Electronics Engineers.

Professor Susan A. Riedel has been a member of the Department of Electrical and Computer Engineering at Marquette University since 1981. She also holds a clinical research appointment in the Department of Orthopaedics at the Medical College of Wisconsin and was a visiting professor in the Bioengineering Unit at the University of Strathclyde, Glasgow, Scotland, as a Fulbright Scholar during the 1989-1999 academic year. She has received two awards for teaching excellence at Marquette, and was recognized for her research contributions with an award from the Chicago Unit of the Shriner's Hospitals.