Title :
Use of frequency derivatives in the three-dimensional full-wave spectral domain technique [microwave structures]
Author :
Pekarek, Joseph E. ; Itoh, Tatsuo
Author_Institution :
Appl. Wave Res. Inc., Redondo Beach, CA, USA
fDate :
12/1/1996 12:00:00 AM
Abstract :
Rational function approximations are used to extrapolate the frequency response of the scattering coefficients of three-dimensional (3-D) structures. The rational functions are constructed by applying Pade approximation techniques to single frequency solutions of the currents and the derivatives of the currents with respect to frequency. The currents and current derivatives are computed using a modified spectral domain technique. The efficiency of the method, along with the direct determination of the poles and zeros of the transfer function, make the method well-suited for model-based parameter estimation (MBPE). Multiple-frequency-point Pade approximations are also investigated
Keywords :
approximation theory; extrapolation; frequency response; function approximation; microwave devices; parameter estimation; poles and zeros; spectral-domain analysis; strip line circuits; waveguide components; 3D full-wave spectral domain technique; 3D microwave structures; Pade approximation techniques; current derivatives; extrapolation; frequency derivatives; frequency response; meander line; model-based parameter estimation; modified spectral domain technique; multiple-frequency-point Pade approximations; poles and zeros; rational function approximations; scattering coefficients; single frequency solutions; spiral inductor; three-dimensional structures; transfer function; Bandwidth; Circuits; Current distribution; Databases; Electromagnetic modeling; Extrapolation; Frequency response; Function approximation; Mathematical model; Parameter estimation;
Journal_Title :
Microwave Theory and Techniques, IEEE Transactions on