Starting currents of modes in cylindrical cavities with mode-converting corrugations for second-harmonic gyrotrons

被引:0
|
作者
Tetiana I. Tkachova
Vitalii I. Shcherbinin
Viktor I. Tkachenko
Zisis C. Ioannidis
Manfred Thumm
John Jelonnek
机构
[1] National Science Center “Kharkiv Institute of Physics and Technology”,Institute for Pulsed Power and Microwave Technology
[2] Karlsruhe Institute of Technology,Institute of Radio Frequency Engineering and Electronics
[3] V.N. Karazin Kharkiv National University,undefined
[4] Karlsruhe Institute of Technology,undefined
关键词
Gyrotron; Corrugated cavity; Starting current; Mode conversion; Cyclotron harmonic;
D O I
暂无
中图分类号
学科分类号
摘要
A self-consistent system of equations (known as single-mode gyrotron equations) is extended to describe the beam-wave interaction in a cylindrical gyrotron cavity with mode-converting longitudinal corrugations, which produce coupling of azimuthal basis modes. The system of equations is applied to investigate the effect of corrugations on starting currents of the cavity modes. For these modes, eigenvalues, ohmic losses, field structure, and beam-wave coupling coefficients are investigated with respect to the corrugation parameters. It is shown that properly sized mode-converting corrugations are capable of improving the selectivity properties of cylindrical cavities for second-harmonic gyrotrons.
引用
收藏
页码:260 / 274
页数:14
相关论文
共 22 条
  • [1] Starting currents of modes in cylindrical cavities with mode-converting corrugations for second-harmonic gyrotrons
    Tkachova, Tetiana, I
    Shcherbinin, Vitalii, I
    Tkachenko, Viktor, I
    Ioannidis, Zisis C.
    Thumm, Manfred
    Jelonnek, John
    [J]. JOURNAL OF INFRARED MILLIMETER AND TERAHERTZ WAVES, 2021, 42 (03) : 260 - 274
  • [2] MODE-CONVERTING CORRUGATIONS FOR CAVITIES OF SECOND-HARMONIC GYROTRONS WITH IMPROVED PERFORMANCE
    Tkachova, Tetiana, I
    Shcherbinin, Vitalii, I
    Tkachenko, Viktor, I
    [J]. EAST EUROPEAN JOURNAL OF PHYSICS, 2021, (02): : 89 - 97
  • [3] Cylindrical Cavity with Distributed Longitudinal Corrugations for Second-Harmonic Gyrotrons
    Shcherbinin, Vitalii I.
    Tkachenko, Viktor I.
    [J]. JOURNAL OF INFRARED MILLIMETER AND TERAHERTZ WAVES, 2017, 38 (07) : 838 - 852
  • [4] Cylindrical Cavity with Distributed Longitudinal Corrugations for Second-Harmonic Gyrotrons
    Vitalii I. Shcherbinin
    Viktor I. Tkachenko
    [J]. Journal of Infrared, Millimeter, and Terahertz Waves, 2017, 38 : 838 - 852
  • [5] Selectivity Properties of Cylindrical Waveguides with Longitudinal Wall Corrugations for Second-Harmonic Gyrotrons
    Tetiana I. Tkachova
    Vitalii I. Shcherbinin
    Viktor I. Tkachenko
    [J]. Journal of Infrared, Millimeter, and Terahertz Waves, 2019, 40 : 1021 - 1034
  • [6] Selectivity Properties of Cylindrical Waveguides with Longitudinal Wall Corrugations for Second-Harmonic Gyrotrons
    Tkachova, Tetiana I.
    Shcherbinin, Vitalii I.
    Tkachenko, Viktor I.
    [J]. JOURNAL OF INFRARED MILLIMETER AND TERAHERTZ WAVES, 2019, 40 (10) : 1021 - 1034
  • [7] Improved Mode Selection in Coaxial Cavities for Subterahertz Second-Harmonic Gyrotrons
    Shcherbinin, Vitalii, I
    Moskvitina, Yuliya K.
    Avramidis, Konstantinos A.
    Jelonnek, John
    [J]. IEEE TRANSACTIONS ON ELECTRON DEVICES, 2020, 67 (07) : 2933 - 2939
  • [8] Mode Discrimination by Lossy Dielectric Rods in Cavities of Second-Harmonic Gyrotrons
    Vitalii I. Shcherbinin
    Konstantinos A. Avramidis
    Manfred Thumm
    John Jelonnek
    [J]. Journal of Infrared, Millimeter, and Terahertz Waves, 2021, 42 : 93 - 105
  • [9] Multifunctional Coaxial Insert With Distributed Impedance Corrugations for Cavities of Broadband Tunable Second-Harmonic Gyrotrons
    Shcherbinin, Vitalii I.
    [J]. IEEE TRANSACTIONS ON ELECTRON DEVICES, 2021, 68 (08) : 4104 - 4109
  • [10] Mode Discrimination by Lossy Dielectric Rods in Cavities of Second-Harmonic Gyrotrons
    Shcherbinin, Vitalii, I
    Avramidis, Konstantinos A.
    Thumm, Manfred
    Jelonnek, John
    [J]. JOURNAL OF INFRARED MILLIMETER AND TERAHERTZ WAVES, 2021, 42 (01) : 93 - 105