General equations of electromagnetic waves propagation in a limited space

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The article reveals the obtained in analytical form and transverse components of the wave equations which describe the propagation of electromagnetic waves in gyrotropic (ferrite) elliptical waveguide with longitudinal magnetization. The solution of boundary value problem allowed deriving dispersion equations for determining the conditions of wave propagation and cutoff frequencies of eigenmode.

Waveguide, wave equation, mathieu functions, ferrite, longitudinal magnetization

Короткий адрес: https://sciup.org/142142407

IDR: 142142407

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