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EDDY CURRENTS Understand the theory of eddy currents with this essential reference Eddy currents are electrical current loops produced when a conductor passes through a magnetic field, or is otherwise subject to a change in magnetic field direction. These currents play a significant role in many industrial processes and areas of electrical engineering. Their properties and applications are therefore a subject of significant interest for electrical engineers and other professionals. Eddy Currents: Theory, Modeling and Applications offers a comprehensive reference on eddy currents in theory and…mehr
EDDY CURRENTS Understand the theory of eddy currents with this essential reference Eddy currents are electrical current loops produced when a conductor passes through a magnetic field, or is otherwise subject to a change in magnetic field direction. These currents play a significant role in many industrial processes and areas of electrical engineering. Their properties and applications are therefore a subject of significant interest for electrical engineers and other professionals. Eddy Currents: Theory, Modeling and Applications offers a comprehensive reference on eddy currents in theory and practice. It begins with an introduction to the underlying theory of eddy currents, before proceeding to both closed-form and numerical solutions, and finally describing current and future applications. The result is an essential tool for anyone whose work requires an understanding of these ubiquitous currents. Eddy Currents readers will also find: * Professional insights from an author team with decades of combined experience in research and industry * Detailed treatment of methods including finite difference, finite element, and integral equation techniques * Over 100 computer-generated figures to illustrate key points Eddy Currents is a must-have reference for researchers and industry professionals in electrical engineering and related fields.
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Sheppard J. Salon, PhD, is Professor Emeritus in the Department of Electrical, Computer and Systems Engineering at Rensselaer Polytechnic Institute in Troy, New York, USA, and a founder of the Magsoft Corporation. He has published on many electrical engineering subjects and his awards and honors include an IEEE Life Fellowship and the IEEE 2004 Nicola Tesla Award. M. V. K. Chari, PhD, now retired, was a Research Professor at Rensselaer Polytechnic Institute in Troy, New York, USA. He is a former Technical Leader at General Electric, an IEEE Life Fellow, and recipient of the 1993 Nicola Tesla Award. He has published extensively on electrical engineering subjects. Lale T. Ergene, PhD, is a Full Professor in the Electrical Engineering Department at Istanbul Technical University, Turkey. She was an adjunct professor at Rensselaer Polytechnic Institute in Troy, New York, USA and worked at MAGSOFT Corporation as a consulting engineer. She is IEEE Senior Member and advisory board member of the Scientific and Technological Research Council of Turkey. She has published widely on electrical engineering subjects. David Burow, PhD, is Owner and Head Programmer at Genfo, Inc., a company that provides custom programming for Macintosh, Windows, and Linux operating systems. He was a Postdoctoral Researcher at Rensselaer Polytechnic Institute and has published several papers on electrical engineering subjects. Mark DeBortoli, PhD, received a doctoral degree at Rensselaer Polytechnic Institute. He has over 30 years of industrial experience and is currently an engineering consultant.
Inhaltsangabe
About the Authors ix
Preface x
Part I Theory 1
1 Basic Principles of Eddy Currents 3
1.1 Introduction 3
1.2 Faraday's Law and Lenz's Law 5
1.3 Proximity Effect 8
1.4 Resistance and Reactance Limited Eddy Currents 11
1.5 Electromotive Force (emf) and Potential Difference 14
1.6 Waves, Diffusion, and the Magneto-Quasi-static Approximation 22
1.7 Skin Depth or Depth of Penetration 27
1.8 Diffusion, Heat Transfer, and Eddy Currents 30
1.9 The Diffusion Equation and RandomWalks 32
1.10 Transient Magnetic Diffusion 34
1.11 Coupled Circuit Models for Eddy Currents 39
1.12 Summary 43
2 Conductors with Rectangular Cross Sections 45
2.1 Finite Plate: Resistance Limited 45
2.2 Infinite Plate: Reactance Limited 48
2.3 Finite Plate: Reactance Limited 53
2.4 Superposition of Eddy Losses in a Conductor 58
2.5 Discussion of Losses in Rectangular Plates 59
2.6 Eddy Currents in a Nonlinear Plate 68
2.7 Plate with Hysteresis and Complex Permeability 80
2.8 Conducting Plates with Sinusoidal Space Variation of Field 83
2.9 Eddy Currents in Multi-Layered Plate Geometries 94
2.10 Thin Wire Carrying Current Above Conducting Plates 100
2.11 Eddy Currents in Materials with Anisotropic Permeability 112
2.12 Isolated Rectangular Conductor with Axial Current Applied 115
2.13 Transient Diffusion Into a Solid Conducting Block 118
2.14 Eddy Current Modes in a Rectangular Core 125
2.15 Summary 129
3 Conductors with Circular Cross Sections 131
3.1 Axial Current in a Conductor with Circular Cross Section: Reactance-Limited Case 131
3.2 Axial Current in Composite Circular Conductors 136
3.3 Circular Conductor with Applied Axial Flux: Resistance-Limited Case 144
3.4 Circular Conductor with Applied Axial Flux: Reactance-Limited Case 146
3.5 Shielding with a Conducting Tube in an Axial Field 151
3.6 Circular Conductors with Transverse Applied Field: Resistance-Limited Case 155
3.7 Cylindrical Conductor with Applied Transverse Field: Reactance-Limited Case 157
3.8 Shielding with a Conducting Tube in a Transverse Field 165
3.9 Spherical Conductor in a Uniform Sinusoidally Time-Varying Field: Resistance-Limited Case 167
3.10 Diffusion Through Thin Cylinders 169
3.11 Surface Impedance Formulation for Electric Machines 175
3.12 Summary 181
Part II Modeling 183
4 Formulations 185
4.1 Mathematical Formulations for Eddy Current Modeling 185
5 Finite Differences 199
5.1 Difference Equations 199
5.2 The Two-Dimensional Diffusion Equation 201
5.3 Time-Domain Solution of the Diffusion Equation 205
5.4 Equivalent Circuit Representation for Finite Difference Equations 207
6 Finite Elements 219
6.1 Finite Elements 219
6.2 The Variational Method 220
6.3 Axisymmetric Finite Element Eddy Current Formulation with Magnetic Vector Potential 248
7 Integral Equations 255
7.1 Surface Integral Equation Method for Eddy Current Analysis 255
7.2 Boundary Element Method for Eddy Current Analysis 260
7.3 Integral Equations for Three-Dimensional Eddy Currents 270
Part III Applications 277
8 Induction Heating 279
8.1 Simplified Induction Heating Analysis 279
8.2 Coupled Eddy Current and Thermal Analysis: Induction Heating 285
