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Publications by R. H. MacPhie
On the Computation of Infeld’s Function Used in Evaluating the Admittance of Prolate Spheroidal Dipole Antennas
Quarterly of Applied Mathematics
Applied Mathematics
Related publications
Asymptotics of Prolate Spheroidal Wave Functions
Journal of Classical Analysis
The Prolate Spheroidal Phenomenon as a Consequence of Bispectrality
CRM Proceedings and Lecture Notes
Image Theory for Neumann Functions in the Prolate Spheroidal Geometry
Advances in Mathematical Physics
Applied Mathematics
Astronomy
Physics
A Spheroidal Vector Wave Function Analysis of Field and Sar Distributions in a Dielectric Prolate Spheroidal Human Head Model - Abstract *
Journal of Electromagnetic Waves and Applications
Electronic Engineering
Electronic
Optical
Electrical
Magnetic Materials
Astronomy
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Rain Drop Contraction in the Gravitational Field of a Stationary Homogeneous Prolate Spheroidal Body
Journal of Applied Sciences
Accurate Calculation of Prolate Spheroidal Radial Functions of the First Kind and Their First Derivatives
Quarterly of Applied Mathematics
Applied Mathematics
Effect of Internal Reflections on the Radiation Properties and Input Admittance of Integrated Lens Antennas
IEEE Transactions on Microwave Theory and Techniques
Electronic Engineering
Radiation
Electrical
Condensed Matter Physics
A Note on the Computed Radiation Patterns of Dipole Antennas in Dense Vegetation
Optical Dipole Nano-Antennas on Glass Substrates
