CAJ | 학술논문

从电磁场方程出发,推导出用多极理论计算轴对称介质加载微波谐振腔谐振频率的本征值方程,给出用多极理论分析轴对称介质加载微波谐振腔的基本原理和计算过程.三个工程实例的计算结果表明:用多极理论分析轴对称介质加载微波谐振腔,不仅具有较高的计算精度,而且可以很方便地应用于各类轴对称介质加载微波谐振腔对称模式本征值的分析与计算,多极理论是分析轴对称介质加载微波谐振腔谐振频率的一种有效方法.
종전자장방정출발,추도출용다겁이론계산축대칭개질가재미파해진강해진빈솔적본정치방정,급출용다겁이론분석축대칭개질가재미파해진강적기본원리화계산과정.삼개공정실례적계산결과표명:용다겁이론분석축대칭개질가재미파해진강,불부구유교고적계산정도,이차가이흔방편지응용우각류축대칭개질가재미파해진강대칭모식본정치적분석여계산,다겁이론시분석축대칭개질가재미파해진강해진빈솔적일충유효방법.
A new approach, the multipole theory(MT) method, is presented for determining the resonant frequencies in axisymmetrically loaded cavities. The inhomogeneous field domain of loaded cavity is decomposed as a combination of several simple homogeneous regions, and the solution of the governing partial differential equation is represented by the generalized MT formula. Representative computational examples, including spherical cavity loaded with an eccentric dielectric sphere, cylindrical cavity and rectangular cavity loaded with dielectric rods, are given to validate the theory and to demonstrate the degree of its efficiency.