Several Hypotheses in the Confluent Hypergeometric Functions Based Theory of the Azimuthally Magnetized Circular Ferrite Waveguides
Proc. East-West Worksh. Adv. Techn. Electromagn., Warsaw, Poland, May 20-21, 2004, pp.197-204.
Hypotheses for the eigenvalue spectrum, phase curves and differential phase shift of the circular waveguides that comprise azimuthally magnetized ferrite are advanced, generalizing results from the theory of these transmission lines, worked out by the confluent hypergeometric functions. Some corollaries of the proposed statements are considered. Numerical substantiation of the assumptions is made for two configurations, using iterative methods. Computational problems that arise are discussed.
eigenvalue problems, confluent hypergeometric functions, circular ferrite waveguides
Природни науки, математика и информатика
Natural sciences, mathematics and informatics