Gong Yubin, Wang Wenxiang. EXCITATION OF SLOW WAVE IN A PLASMA CYLINDRICAL WAVEGUIDE[J]. Journal of Electronics & Information Technology, 1996, 18(3): 298-303.
Citation:
Gong Yubin, Wang Wenxiang. EXCITATION OF SLOW WAVE IN A PLASMA CYLINDRICAL WAVEGUIDE[J]. Journal of Electronics & Information Technology, 1996, 18(3): 298-303.
Gong Yubin, Wang Wenxiang. EXCITATION OF SLOW WAVE IN A PLASMA CYLINDRICAL WAVEGUIDE[J]. Journal of Electronics & Information Technology, 1996, 18(3): 298-303.
Citation:
Gong Yubin, Wang Wenxiang. EXCITATION OF SLOW WAVE IN A PLASMA CYLINDRICAL WAVEGUIDE[J]. Journal of Electronics & Information Technology, 1996, 18(3): 298-303.
The dispersion equation of TM mode slow wave in a cylindrical waveguide having a annular plasma sheet is derived under the condition of plasma thickness effect. By means of the relativistic space charge wave theory, the space charge wave equation is obtained when the relativistic electron beam is moving along the inner surface of the plasma sheet guided by a axial magnetic field. The interaction growth rate between the electron beam and slow space wave and the frequency shifting are obtained. The influence of plasma thickness on dispersive characteristics and interaction growth rate are discussed. Someuseful results are obtained.
Kuzelev M V, Rukhadze A A, Strelkov P S, et al. Sov. J. Plasma Phys., 1987, 13(11): 138-1394.[2]Kuzelev M V, lblukhametzyanov F Kh, Rabiuovlch M S. Sov. Phys. JETP. 1982, 5ti(6): 765-770.[3]Kuzelev M V, Rukhadze A A, Shkvaruntes A G. Sov, .I. Plasme Phys., 1983, 9(5): 655-659.[4]Camel Y, Minami K, Kehs R A, et al. Phys[J].Rev. Lett.1989, 62(20):2389-2392[5]Lattic, Tripathi V K. IEEE Trans. on PS., 1993, PS-21(1): 187-190.[6]刘盛刚.电子学报,1990, 18(4): 6-11.[7]林为干.微波理论与技术.北京:科技出版社,1987,第4章.