Résultats théoriques et expérimentaux concernant les guides d’ondes chargés et les cavités partiellement coaxiales

Combe, R.; Feix, Monique

doi:10.1007/bf02732691

Cited by 3 publications

(2 citation statements)

References 4 publications

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“…1, can be treated, to some extent, as a canonical example and a focal point of analysis. This is due to its traditionally important and numerous applications in the linear accelerators of electrons [1][2][3][4][5][6][7][8][9][10][11][12], microwave tubes [13][14][15][16], and antenna technology [17][18][19]. The canonic character of PICW is strengthened even more by its simplest geometric shape.…”

Section: Introductionmentioning

confidence: 99%

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Eigenwave Characteristics of a Periodic Iris-Loaded Circular Waveguide. The Concepts

Katenev¹

2007

PIER

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Abstract-The eigenwave dispersion (its initial periodicity-dispersion component) and the H 0i -wave power flows (via the partial wave concept proven) are examined in a periodic iris-loaded circular waveguide (PICW). The eigen-values and modes are classified; arbitrariness of a Bragg wave-point location, the eigenwave interpretation, the contradirectional power flows, the asymmetric wave hybridity, and etc., are found and/or explained. All of the results are valid to the class of periodic-boundary structures (PBS). NOTATIONS LIST PERTAINING TO THE PROBLEM1. (κ B , κα B ) ≡ (κ, κα) B -Bragg wave-number and its ordinate on the Brillouin plane (κ, κα), i.e., the Bragg wave-point; 2. ∆ω B -Bragg band, i.e., a (locally) forbidden band; ∆Ω i -the i-mode propagation band; 3. periodicity dispersion -the first one of the two factorsperiodicity and diffraction -responsible for the waveguide dispersion forming; 4. initial periodicity dispersion (i.p.d.) -the waveguide dispersion at infinitesimal irises; 5. regular mode -the PICW eigenmode in one-to-one correspondence to that of the smooth waveguide; 6. periodicity mode -the PICW eigenmode originating due to the periodicity effect; 7. partial waves -the independent ingredients of a PICW eigenwave.

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Section: Introductionmentioning

confidence: 99%

“…In the next decades, the most intensive studies and applications were in the particle acceleration [5][6][7][8][9][10][11][12]26]. Other PICW applications were developed later as regards the microwave tubes and other fields.…”

Section: Introductionmentioning

confidence: 99%

Eigenwave Characteristics of a Periodic Iris-Loaded Circular Waveguide. The Concepts

Katenev¹

2007

PIER

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Application d’une nouvelle méthode de résolution des équations de Maxwell à l’étude de la propagation des ondes électromagnétiques dans les guides périodiques

Chandezon

Cornet

1981

Ann. Télécommun.

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Calculation of resonant frequencies of re-entrant cylindrical electromagnetic cavities

Taylor¹

1961

J. Nucl. Energy, Part C Plasma Phys.

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Résultats théoriques et expérimentaux concernant les guides d’ondes chargés et les cavités partiellement coaxiales

Cited by 3 publications

References 4 publications

Eigenwave Characteristics of a Periodic Iris-Loaded Circular Waveguide. The Concepts

Eigenwave Characteristics of a Periodic Iris-Loaded Circular Waveguide. The Concepts

Application d’une nouvelle méthode de résolution des équations de Maxwell à l’étude de la propagation des ondes électromagnétiques dans les guides périodiques

Calculation of resonant frequencies of re-entrant cylindrical electromagnetic cavities

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