Title :
An improved split-step technique for numerical modelling of propagation in the troposphere
Author :
Bebbington, D.H.O.
Author_Institution :
Essex Univ., Colchester, UK
Abstract :
A framework has been presented in which paraxial solutions of the vector wave equation in a stratified medium can be computed, based on the exact Maxwell equations. Two techniques to refine the commutation error were outlined. Central to the method, however, is the use of a similarity operator transformation to approximate the first order matrix equations. Since there is no arbitrary truncation of the initial equation, the method also allows coordinate transformations to be introduced in a natural way. It was shown that a combination of a coordinate transformation and a (gauge) transformation of Maxwell´s equations permits separation of the coupling effects of the refractive and admittance inhomogeneities
Keywords :
matrix algebra; numerical methods; radiowave propagation; tropospheric electromagnetic wave propagation; Maxwell equations; admittance inhomogeneities; commutation error; coordinate transformations; coupling effects; first order matrix equations; numerical modelling; paraxial solutions; radiowave propagation; refractive inhomogeneities; similarity operator transformation; split-step technique; stratified medium; tropospheric propagation; vector wave equation;
Conference_Titel :
Antennas and Propagation, 1991. ICAP 91., Seventh International Conference on (IEE)
Conference_Location :
York
Print_ISBN :
0-85296-508-7