Original Analysis of Conformal Multilayer Microstrip Antennas Using a Symbolic Algebra System

We present an original symbolic analysis of conformal multilayer microstrip antenna and give the Symbolic program that produces the Green´s functions. We show how symbolic algebra tools and general computer algebra systems can be of great interest for the study of multilayer microstrip antenna. The model we have developed directly handles the Maxwell´s equations and the boundary condition equations from which we automatically generate the analytical expressions of the dyadic Green´s functions. Our symbolic analysis deals with numerical code generation and optimization, in order to obtain a complete, and efficient Fortran code for numerical simulations.