# Accession Number:

## AD0274083

# Title:

## SOLUTION OF MAXWELL'S EQUATIONS IN A MAGNETOIONIC MEDIUM WITH SOURCES

# Descriptive Note:

## Scientific rept.

# Corporate Author:

## ILLINOIS UNIV AT URBANA ELECTRICAL ENGINEERING RESEARCH LAB

# Personal Author(s):

# Report Date:

## 1962-01-18

# Pagination or Media Count:

## 35.0

# Abstract:

Solutions of Maxwells Equations with source terms is of considerable importance for many applications. A complete solution of the field equations is derived in a form which is suitable for the calculation of the fields of arbitrary distances from the source. For an infinitesimal dipole, the very near fields are found in a closed form involving trigo etric functions. The remainder of the solution is expressed in terms of a finite range integral, the integran of which is finite everywhere. Hence, the solution is very suitable for numerical calculations.

# Descriptors:

- *PROPAGATION
- *PLASMAS(PHYSICS)
- *ELECTROMAGNETIC RADIATION
- MAGNETIC FIELDS
- PARTIAL DIFFERENTIAL EQUATIONS
- ELECTRIC CURRENT
- FUNCTIONS(MATHEMATICS)
- IONIC CURRENT
- TRIGONOMETRY
- TENSOR ANALYSIS
- DIPOLE MOMENTS
- INTEGRAL TRANSFORMS
- INTEGRAL EQUATIONS
- OPERATORS(MATHEMATICS)
- MATRICES(MATHEMATICS)
- NUMERICAL ANALYSIS
- DIELECTRIC PROPERTIES

# Subject Categories:

- Electricity and Magnetism