Circuit Systems with MATLAB® and PSpice®

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Format: eBook
Pub. Date: 2008-04-01
Publisher(s): WILEY
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Summary

Software tools applied to circuit analysis and design are rapidly evolving, enabling students to move beyond the time-consuming, math-intensive methods of traditional circuit instruction. By incorporating MATLAB 7.0 and PSpice 10.0, alongside systematic use of the Laplace transform, Yang and Lee help readers rapidly gain an intuitive understanding of circuit concepts. Unified scheme using the Laplace transform accelerates comprehension Focuses on interpreting solutions and evaluating design results, not laborious computation Most examples illustrated with MATLAB analyses and PSpice simulations Downloadable programs available for hands-on practice Over 130 problems to reinforce and extend conceptual understandingIncludes expanded coverage of key areas such as: Positive feedback OP Amp circuits Nonlinear resistor circuit analysis Real world 555 timer circuit examples Power factor correction programs Three-phase AC power system analysis Two-port parameter conversionBased on decades of teaching electrical engineering students, Yang and Lee have written this text for a full course in circuit theory or circuit analysis. Researchers and engineers without extensive electrical engineering backgrounds will also find this book a helpful introduction to circuit systems.

Table of Contents

Preface
Limits of Liability and Disclaimer of Warranty of Software
Basic Concepts on Electric Circuits
Symbols and Units
Network Variables
Voltage and Current
Electric Power and Energy
Reference Polarity and Direction of Voltage/Current
Passive Sign Convention
Circuit Elements
Passive Elements
Active Elements
Operational Amplifier
Transistor
Kirchhoff's Laws
Nodes, Branches, and Meshes/Loops
Kirchhoff's Current Law (KCL)
Kirchhoff's Voltage Law (KVL)
The Number of KCL/KVL Equations
Equivalent Transformation of Sources
Combination of Several Sources
Voltage-Current Source Transformation
Examples of Source Transformation
Series and Parallel Connections
Problems
Resistor Circuits
Combination of Resistors
Series Combination of Resistors
Parallel Combination of Resistors
Voltage/Current Divider
Voltage Divider
Current Divider
++-Y(-T) Transformation
++-Y(-T) Conversion Formula
Y-++(T-) Conversion Formula
Node Analysis
Circuits Having No Dependent Sources
Circuits Having Dependent Sources
Mesh (Loop) Analysis
Circuits Having No Dependent Sources
Circuits Having Dependent Sources
Comparison of Node Analysis and Mesh Analysis
Thevenin/Norton Equivalent Circuits
Superposition Principle and Linearity
OP Amp Circuits with Resistors
Inverting OP Amp Circuit
Noninverting OP Amp Circuit
Voltage Follower
More Exact Analysis of OP Amp Circuits
OP Amp Circuits with Positive Feedback
Transistor Circuits
Loading Effect and Input/Output Resistance
Load Line Analysis of Nonlinear Resistor Circuits
More Examples of Resistor Circuits
Problems
First-Order Circuits
Characteristics of Inductors and Capacitors
Inductor
Capacitor
Series-Parallel Combination of Inductors/Capacitors
Series-Parallel Combination of Inductors
Series-Parallel Combination of Capacitors
Circuit Analysis Using the Laplace Transform
The Laplace Transform for a First-Order Differential Equation
Transformed Equivalent Circuits for R, L, and C
Analysis of First-Order Circuits
DC-Excited RL Circuits
DC-Excited RC Circuits
Time-Constant and Natural Responses of First-Order Circuits
Sequential Switching
AC-Excited First-Order Circuits
Analysis of First-Order OP Amp Circuits
First-Order OP Amp Circuits with Negative Feedback
First-Order OP Amp Circuits with Positive Feedback
LRL Circuits and CRC Circuits
An LRL Circuit
A CRC Circuit
Conservation of Flux Linkage and Charge
A Measure Against Violation of the Continuity Rule on the Inductor Current
Simulation Using PSpice and MATLAB
An RC Circuit with Sequential Switching
An AC-Excited RL Circuit
Application and Design of First-Order Circuits
Problems
Second-Order Circuits
The Laplace Transform For Second-Order Differential Equations
Overdamped Case with Two Distinct Real Characteristic Roots
Critically Damped Case with Double Real Characteristic Roots
Underdamped Case with Two Distinct Complex Characteristic Roots
Table of Contents provided by Publisher. All Rights Reserved.

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