Laboratory of Electromagnetic Research
Faculty of Electrical Engineering,
Mathematics and Computer Science
Delft University of Technology
Mekelweg 4 2628 CD Delft
the Netherlands
T: +31 (0)15 2785203 (office)
E: a.t.dehoop@tudelft.nl
T: +31 (0)10 5220049 (home)
W:
www.atdehoop.com
Short biography |
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Adrianus Teunis de Hoop was born in Rotterdam,
the Netherlands, on 24 December 1927. He received his
MSc-degree in Electrical Engineering (1950) and his
PhD-degree in the Technological Sciences (1958) from
Delft University of Technology, Delft, the Netherlands, both
with the highest distinction (cum laude).
He served Delft University of
Technology as an Assistant Professor (1950-1957), Associate
Professor (1957-1960) and Full Professor in Electromagnetic
Theory and Applied Mathematics (1960-1996). Since 1996 he is
Lorentz Chair Emeritus Professor in the Faculty of Electrical
Engineering, Mathematics Computer Science of this
University. In 1970 he founded at Delft the Laboratory of
Electromagnetic Research, which has developed into a
world-class center for electromagnetics, having a huge
impact on the world's electromagnetic community and on
electromagnetic research and education in the Netherlands.
Dr. De Hoop's research interests are in the broad area of wavefield modeling in acoustics, electromagnetics and elastodynamics. His interdisciplinary insights and methods in this field can be found in his seminal Handbook of Radiation and Scattering of Waves (1995), with wavefield reciprocity serving as one of the unifying principles governing direct and inverse scattering problems and wave propagation in complex (anisotropic and dispersive) media. He spent a year (1956-1957) as a Research Assistant with the Institute of Geophysics, University of California at Los Angeles, CA, USA, where he pioneered a modification of the Cagniard technique for calculating impulsive wave propagation in layered media, later to be known as the "Cagniard-DeHoop technique". This technique is presently considered as a benchmark tool in analyzing time-domain wave propagation. During a sabbatical leave at Philips Research Laboratories, Eindhoven, the Netherlands (1976-1977), he was involved in research on magnetic recording theory. |
Since 1982, Dr. De Hoop is, on a regular basis, Visiting Scientist with Schlumberger-Doll Research, formerly at Ridgefield, CT, now at Cambridge, MA, USA, where he contributes to research on geophysical applications of acoustic, electromagnetic and elastodynamic waves. Grants from the "Stichting Fund for Science, Technology and Research" (founded by Schlumberger Limited) supported his research at Delft University of Technology. He was awarded the 1989 Research Medal of the Royal Institute of Engineers in the Netherlands, the IEEE 2001 Heinrich Hertz Gold Research Medal and the 2002 URSI (International Scientific Radio Union) Balthasar van der Pol Gold Research Medal. In 2003, H.M. the Queen of the Netherlands appointed him "Knight in the Order of the Netherlands Lion". Dr. De Hoop is a Member of the Royal Netherlands Academy of Arts and Sciences and a Foreign Member of the Royal Flemish Academy of Belgium for Science and Arts. He holds an Honorary Doctorate in the Applied Sciences from Ghent University, Ghent, Belgium (1981) and an Honorary Doctorate in the Mathematical, Physical and Engineering Sciences from Växjö University, Växjö, Sweden (2008). Recently, he is exploring a method for computing pulsed electromagnetic fields in strongly heterogeneous media with application to (micro- or nano-scale) integrated circuits and a methodology for time-domain pulsed-field antenna analysis, design and optimization for mobile communication and radar applications. His avocation is playing the piano and performing choral music with the Rotterdam Philharmonic Choir. |
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- 1. Introduction
- 2. Basic equations of the theory of acoustic waves in fluids
- 3. The principle of superposition and its application to acoustic wave fields in configurations with geometrical symmetry
- 4. The acoustic wave equations, constitutive relations, and boundary conditions in the time Laplace-transform domain (complex frequency domain)
- 5. Acoustic radiation from sources in an unbounded, homogeneous, isotropic fluid
- 6. Plane acoustic waves in homogeneous fluids
- 5. Acoustic radiation from sources in an unbounded, homogeneous, isotropic fluid
- 6. Plane acoustic waves in homogeneous fluids
- 7. Acoustic reciprocity theorems and their applications
- 8. Plane wave scattering by an object in an unbounded, homogeneous, isotropic, lossless embedding
- 9. Introduction
- 10. Basic equations of the theory of elastic waves in solids
- 11. The principle of superposition and its application to elastic wave fields in configurations with geometrical symmetry
- 12. The elastic wave equations, constitutive relations, and boundary conditions in the time Laplace-transform domain (complex frequency domain)
- 13. Elastodynamic radiation from sources in an unbounded, homogeneous, isotropic solid
- 14. Plane elastic waves in homogeneous solids
- 15. Elastodynamic reciprocity theorems and their applications
- 16. Plane wave scattering by an object in an unbounded, homogeneous, isotropic, lossless embedding
- 17. Introduction
- 18. The electromagnetic field equations
- 19. The electromagnetic constitutive relations
- 20. The electromagnetic boundary conditions
- 21. Exchange of energy in the electromagnetic field
- 22. Vector potentials, point-source solutions and Green's functions in the theory of electromagnetic radiation form sources
- 23. The principle of superposition and its application to elastic wave fields in configurations with geometrical symmetry
- 24. The electromagnetic field equations, constitutive relations, and boundary conditions in the time Laplace-transform domain (complex frequency domain)
- 25. The complex frequency-domain vector potentials, point-source solutions and Green's functions in the theory of electromagnetic radiation
- 26. Electromagnetic radiation from sources in an unbounded, homogeneous, isotropic medium
- 27. Plane electromagnetic waves in homogeneous media
- 28. Electromagnetic reciprocity theorems and their applications
- 29. Plane wave scattering by an object in an unbounded, homogeneous, isotropic, lossless embedding
- 30. Interference and shielding of electromagnetic systems accessible via low-frequency terminations. ElectroMagnetic Compatibility (EMC)