Integral equation techniques in transient electromagnetics

Transient electromagnetic phenomena can be treated in two ways, either using direct time domain modeling or frequency domain analysis applying the inverse Fourier transform. Both approaches are important since each has distinct advantages depending on the situation or the application.

Preface	p. ix
Chapter 1 Introduction	p. 1
1.1 Introduction	p. 1
1.2 Time domain and frequency domain methods	p. 4
1.3 Survey of electromagnetics analysis methods	p. 6
1.4 Finite Element Integral Equation Method (FEIEM)	p. 12
1.5 The Method of Moments	p. 14
Chapter 2 The frequency domain: Method of Moments	p. 21
2.1 Introduction	p. 21
2.2 The Method of Moments for EM field	p. 21
2.3 Frequency-time domain transformation	p. 34
2.4 Application examples	p. 47
2.5 Frequency sampling	p. 55
2.6 Frequency sampling using adaptive integration	p. 66
2.7 Application example	p. 73
2.8 Frequency data from time domain waveform	p. 75
2.9 Chapter summary	p. 80
Chapter 3 Time domain Finite Element Integral Equation Method	p. 85
3.1 Time domain Hall n integral equation	p. 85
3.2 Finite Element Integral Equation Method	p. 86
Chapter 4 Transient analysis of wire antennas	p. 91
4.1 Introduction	p. 91
4.2 Time domain approach	p. 91
4.3 Wire transient numerical examples	p. 121
Chapter 5 Transient analysis of transmission lines	p. 163
5.1 Time domain analysis	p. 163
5.2 Frequency domain analysis	p. 174
Chapter 6 Transient analysis of lightning electromagnetics	p. 193
6.1 Time domain model of the lightning channel	p. 194
6.2 Lightning induced overvoltage along the line	p. 199
6.3 Numerical results	p. 200
6.4 Closure	p. 203
Chapter 7 Transients on printed circuit boards (PCBs)	p. 205
7.1 Introduction	p. 205
7.2 Problems in PCB modelling	p. 205
7.3 Summary	p. 225
Chapter 8 Interaction of the human body with electromagnetic fields	p. 227
8.1 Introduction	p. 227
8.2 Equivalent antenna model of the human body	p. 228
8.3 Frequency domain modelling of the human body	p. 229
8.4 The boundary element solution of the Pocklington equation	p. 230
8.5 Time domain modelling of the human body	p. 231
8.6 Solution of the time domain Hall n integral equation	p. 232
8.7 Frequency domain examples	p. 237
8.8 Time domain examples	p. 244
Appendix Interpolation schemes for evaluation of Fourier integrals	p. 249

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