Abstract
Hertz-Heaviside Field Equations (HHFE) which describe radiation by arbitrary volumetric bodies in arbitrary motion are reviewed. The special case of HHFE for moving electric and magnetic Hertzian dipoles in arbitrary motion are investigated in the sense of Schwartz-Sobolev distributions. In presence of moving non-volumetric radiators HHFE decouple into wave equations expressed by D’Alembert wave operator of stationary media enhanced by convection currents with Diracdelta behavior. The electric and magnetic radiation fields of these dipole sources are discussed and their Doppler analyses are carried out for certain modes of motion.
Keywords
Heaviside step function
Physics
Dipole
Magnetic dipole
Classical mechanics
Magnetic field
Equations of motion
Doppler effect
Electric field
Mathematical analysis
Mathematics
Quantum mechanics
Subject Areas
Electromagnetic Compatibility and Measurements
·Electrical and Electronic Engineering ·Physical Sciences
Electromagnetic Scattering and Analysis
·Atomic and Molecular Physics, and Optics ·Physical Sciences
Radio Astronomy Observations and Technology
·Astronomy and Astrophysics ·Physical Sciences
Citations by Year
2021: 1
2022: 1
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