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Electrical Circuit Theory
Description
Electric Circuit Theory provides a concise coverage of the framework of electrical engineering. Comprised of six chapters, this book emphasizes the physical process of electrical engineering rather than abstract mathematics. Chapter 1 deals with files, circuits, and parameters, while Chapter 2 covers the natural and forced response of simple circuit. Chapter 3 talks about the sinusoidal steady state, and Chapter 4 discusses the circuit analysis. The fifth chapter tackles frequency response of networks, and the last chapter covers polyphase systems. This book will be of great help to electrical, electronics, and control engineering students or any other individuals who require a substantial understanding of the physical aspects of electrical engineering.
Electric universe : the shocking true story of electricity
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Table of Contents
Symbols, Units and Abbreviations
Chapter 1 Fields, Circuits and Circuit Parameters
1.1 Fundamental Concepts
1.1.1 Potential and Potential Difference
1.1.2 Electric Current
1.2 The Electric Circuit
1.2.1 Energy Sources
1.2.2 Power and Energy
1.2.3 The Load
1.2.4 Summary
1.3 Kirchhoff's Laws
1.3.1 The first, or Current, Law
1.3.2 The Second, or Voltage, Law
Problems with Solutions
Chapter 2 The Natural and Forced Responses of Simple Circuits
2.1 First-Order Systems
2.1.1 Circuits Containing Inductance and Resistance
2.1.2 Circuits Containing Capacitance and Resistance
2.2 Second-Order Systems
2.2.1 A Circuit Containing L, C and R
2.3 The Sinusoidal Forcing Function
2.3.1 The Phasor Method
2.4 The Laplace Transformation
2.4.1 Summary of the Foregoing
2.4.2 Using the Laplace Transformation
2.4.3 Some Laplace Transforms Evaluated
2.4.4 Solution of Problem 2.16
2.4.5 Three More Theorems
2.4.6 Expansion by Partial Fractions
2.4.7 Complete Solutions
2.4.8 Other Functions
2.5 Summary
Problems with Solutions
Chapter 3 The Sinusoidal Steady State
3.0 Introduction
3.1 Power Due to a Sinusoidally Varying Current: r.m.s. Value
3.2 Phasor Diagrams
3.2.1 Addition and Subtraction of Phasors
3.2.2 Phase Relationships between Voltage and Current in the Three Circuit Elements
3.3 Power as a Function of Voltage and Current
3.3.1 Power Factor
3.3.2 Complex Power
3.4 Series Circuits
3.4.1 Series Resonance
3.4.2 The Q-Factor
3.4.3 Tuning
3.4.4 Bandwidth
3.4.5 Solutions Using Complex Algebra
3.5 Parallel Circuits
3.5.1 The Admittance Concept
3.5.2 Parallel Resonance; Half-Power Points; Bandwidth
3.5.3 Power-Factor Improvement
3.6 Z- and Y-Loci
3.7 Other Circuits
Problems with Solutions
Chapter 4 Circuit Analysis
4.0 Introduction
4.1 Network Terminology
4.2 Kirchhoff's Laws
4.2.1 Reducing the Number of Unknowns
4.3 The Loop- and Mesh-Current Methods
4.4 The Node-Voltage Method
4.5 Network Topology
4.6 Steady-State Sinusoidal Conditions
4.7 Mutual Inductance
4.7.1 The Dot Notation
4.8 Circuit Theorems
4.8.1 The Superposition Theorem
4.8.2 Thevenin's and Norton's Theorems
Problems with Solutions
Chapter 5 Frequency Response of Networks
5.0 Introduction
5.1 Immittance Function Mapping
5.1.1 Inversion of Any Circular Locus
5.1.2 More Complicated Circuits
5.2 The 5-Plane
5.2.1 Poles and Zeros
5.2.2 Frequency Response from the P-Z Constellation
5.2.3 Manipulation of Poles and Zeros
5.3 Logarithmic Plotting: Bode Plots
5.3.1 The Scales
5.3.2 Logarithm of a Complex Function
5.3.3 The Plots
5.3.4 More Complicated Response Functions
5.3.5 Response Functions Containing other Factors
Problems with Solutions
Chapter 6 Polyphase Systems
6.1 Principles: Star and Mesh Connections
6.2 Line and Phase Quantities
6.3 Advantages of Polyphase Systems
6.4 Two- and Three-Phase Systems
6.4.1 Relationships between Line and Phase Values of Voltage and Current
6.5 Balanced-Load Calculations: The Use of Symmetry
6.6 Unbalance
6.7 The Measurement of Power and Power Factor in Three-Phase Circuits
6.7.1 The Wattmeter
6.7.2 Connection of the Wattmeter in Three-Phase Systems
6.7.3 Power-Factor Measurement for Balanced Loads
Problems with Solutions
Bibliography
Answers to Problems
Index
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Electrical Circuit Theory
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