Electrodynamic spherical harmonic

2008/03/28 by Novitsky, Andrey
#33E99 #78A10 #FOS: Physical sciences #Mathematical Physics (math-ph)

paper · doi:10.48550/arxiv.0803.4093

Abstract

Electrodynamic spherical harmonic is a second rank tensor in three-dimensional space. It allows to separate the radial and angle variables in vector solutions of Maxwell's equations. Using the orthonormalization for electrodynamic spherical harmonic, a boundary problem on a sphere can be easily solved.

Related

• Spherical Harmonics
• The coordinate-free approach to spherical harmonics
• Spherical harmonics, invariant theory and Maxwell's poles
• Spherical Harmonics in p Dimensions
• Transverse Solutions of the Vector Laplace and Helmholtz Equations for Spherical Coordinates and Boundary Conditions with Azimuthal Symmetry