The two-dimensional periodic structure in a bifrequency magnetically insulated transmission line oscillator | Zendy

Dong Wang | Zendy; Dai-Bing Chen | Zendy; Fen Qin | Zendy; Zhikai Fan | Zendy

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The two-dimensional periodic structure in a bifrequency magnetically insulated transmission line oscillator

Author(s) -

Dong Wang,

Dai-Bing Chen,

Fen Qin,

Zhikai Fan

Publication year - 2009

Publication title -

acta physica sinica

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.199

H-Index - 47

ISSN - 1000-3290

DOI - 10.7498/aps.58.6962

Subject(s) - physics , coaxial , transmission line , azimuth , electromagnetic field , transmission (telecommunications) , point (geometry) , dispersion (optics) , line (geometry) , computational physics , optics , computer science , quantum mechanics , telecommunications , geometry , mathematics

The eigen function of a bifrequency magnetically insulated transmission line oscillator BFMILO is deduced, and the dispersion characteristics and the field distribution are analyzed in detail. By dividing a traditional symmetrical coaxial disk loaded slow wave structures SWS into two different azimuthal partitions, the SWS of BFMILO becomes a two-dimensional SWS. In this structure, different electromagnetic modes are distributed in different azimuthal partitions, so that two different electromagnetic modes, which are competition modes in a traditional MILO, can interact with electrons separately and stably. This special SWS is the key point in designing a BFMILO. The proposed method can also be used in analyzing a mlti-frequency MILO.

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