Book description
Human Interaction with Electromagnetic Fields: Computational Models in Dosimetry presents some highly rigorous and sophisticated integral equation techniques from computational electromagnetics (CEM), along with practical techniques for the calculation and measurement of internal dosimetry. Theory is accompanied by numerical modeling algorithms and illustrative computational examples that range from academic to full real-world scenarios.
- Covers both deterministic and stochastic modeling
- Presents implementations of integral equation approaches, overcoming the limitations of the FDTD approach
- Presents various biomedical applications
Table of contents
- Cover image
- Title page
- Table of Contents
- Copyright
- Dedication
- About the authors
- Preface
- Chapter 1: On Exposure of Humans to Electromagnetic Fields – General Considerations
- Chapter 2: Theoretical Background: an Outline of Computational Electromagnetics (CEM)
- Chapter 3: Incident Electromagnetic Field Dosimetry
-
Chapter 4: Simplified Models of the Human Body
- Abstract
- 4.1. Parallelepiped Model of the Human Body
- 4.2. Cylindrical Antenna Models of the Body
- 4.3. Cylindrical Models – Frequency Domain Analysis
- 4.4. Time Domain Modeling – Exposure of Humans to Transient Radiation: Cylindrical Model of the Human Body
- 4.5. Transmission Line Models of the Human Body
- References
- Chapter 5: Realistic Models for Static and Low Frequency (LF) Dosimetry
- Chapter 6: Realistic Models for Human Exposure to High Frequency (HF) Radiation
- Chapter 7: Biomedical Applications of Electromagnetic Fields
- Appendix A: The Generalized Symmetric Form of Maxwell's Equations
- Appendix B: A Note on Integral Equations
- Appendix C: Scalar Green's Function and the Solution to Helmholtz Equation
- Appendix D: Derivation of EFIE From the Vector Analog of Green's Theorem
- Appendix E: Useful Identities
- Appendix F: Finite Element Matrices
- Index
Product information
- Title: Human Interaction with Electromagnetic Fields
- Author(s):
- Release date: June 2019
- Publisher(s): Academic Press
- ISBN: 9780128166246
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