Radar imaging is a mathematically rich subject with many interesting applications and a large variety of challenging, mathematical open problems. The goal of this book is to provide mathematicians with the background they need to work in the field, building on the foundation of the underlying partial differential equations.
Radar imaging is a mathematically rich subject with many interesting applications and a large variety of challenging, mathematical open problems. The goal of this book is to provide mathematicians with the background they need to work in the field, building on the foundation of the underlying partial differential equations.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Margaret Cheney is a Professor of Mathematics at Rensselaer Polytechnic Institute. Most of her work has been in inverse problems, including those that arise in quantum mechanics, acoustics, and electromagnetic theory. She has been working specifically in radar imaging since 2001.
Inhaltsangabe
1. List of Figures 2. List of Tables 3. Preface 4. Part I: Radar Basics: Chapter 1: Introduction 5. Chapter 2: Radar Systems 6. Chapter 3: Introduction to Scattering 7. Chapter 4: Detection of Signals in Noise 8. Chapter 5: The Radar Ambiguity Function 9. Part II: Radar Imaging: Chapter 6: Wave Propagation in Two and Three Dimensions 10. Chapter 7: Inverse Synthetic-Aperture Radar 11. Chapter 8: Antennas 12. Chapter 9: Synthetic-Aperture Radar 13. Chapter 10: Related Techniques 14. Chapter 11: Open Problems 15. Bibliography 16. Index.
1. List of Figures 2. List of Tables 3. Preface 4. Part I: Radar Basics: Chapter 1: Introduction 5. Chapter 2: Radar Systems 6. Chapter 3: Introduction to Scattering 7. Chapter 4: Detection of Signals in Noise 8. Chapter 5: The Radar Ambiguity Function 9. Part II: Radar Imaging: Chapter 6: Wave Propagation in Two and Three Dimensions 10. Chapter 7: Inverse Synthetic-Aperture Radar 11. Chapter 8: Antennas 12. Chapter 9: Synthetic-Aperture Radar 13. Chapter 10: Related Techniques 14. Chapter 11: Open Problems 15. Bibliography 16. Index.
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