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Electron waves in the passbands and stopbands of periodic slow-wave systems

P. 2.44.
Solntsev V. A.

Abstract: With the help of the finite-difference equation of excitation of periodic waveguides obtained the characteristic equation of the electron waves formed by the interaction of an electron beam with the forward and backward electromagnetic waves periodic slow-wave systems (SWS). The resulting characteristic equation describes the electron-wave interaction in the passband and stopband of periodic SWS. Found a number of analytical solutions of the characteristic equation, which allowed to compare the properties of the amplification and propagation of electron waves inside and on the border of passband and stopband of periodic slow-wave systems.

Language: English
Full text
Keywords: electron-wave interactionpassband and stopbandperiodic slow-wave systems
Publication based on the results of:
Теория электронных волн в периодических замедляющих системах.приборов СВЧ (2013)

In book

Proceedings of the 14th IEEE International Vacuum Electronics Conference (IVEC-2013)
P.: Institute of Electrical and Electronics Engineers, 2013.
Similar publications
Исследование свойств и возможности выделения обратных волн в неоднородных псевдопериодических слоистых средах
Solntsev V. A., Омельчук И. С., Журнал радиоэлектроники 2015 № 9 С. 1–30
Periodical electrodynamic structures are widely used to create powerful electronic devices, microwave filters, antennas. A wider class of heterogeneous media and slow-wave systems (SWS) is a pseudoperiodic structure proposed for the selection of waves, including the suppression or amplification of backward waves. These are, for example, synchronous helix (Solntsev Spiral-SS), including as a special case ...
Added: November 15, 2015
Beam–Wave Interaction in the Passbands and Stopbands of Periodic Slow-Wave Systems
Solntsev V. A., IEEE Transactions on Plasma Science 2015 Vol. 43 No. 7 P. 2114–2122
A method of analysis of beam-wave interaction in passbands and stopbands of periodic slow-wave systems (SWS), based on the use of the finite-difference equation of excitation of such systems by an electron beam, is presented. In contrast to equations of a well-known beam wave interaction theory it includes the local coupling impedance, that characterizes the ...
Added: September 7, 2015
Beam-wave interaction in the passbands and stopbands of periodic slow-wave systems
Victor A. Solntsev, IEEE Transactions on Plasma Science 2015 Vol. 43 No. 7 P. 2114–2122
- A method of analysis of beam-wave interaction in passbands and stopbands of periodic slow-wave systems (SWS), based on the use of the finite-difference equation of excitation of such systems by an electron beam, is presented. In contrast to equations of a well-known beam wave interaction theory it includes the local coupling impedance, that characterizes ...
Added: May 6, 2014
Optimization of a Sheet Electron Beam Interaction with a Slow Wave
Pchelnikov Y., Yelizarov (Elizarov) A. A., , in: Proceedings of the 14th IEEE International Vacuum Electronics Conference (IVEC-2013).: P.: Institute of Electrical and Electronics Engineers, 2013.
The model based on coupled impedance electrodes was used to analyze effectiveness of a sheet e-beam interaction with the in-phase mode of a slow wave. The coupling coefficient, characterizing the interaction effectiveness, was calculated using derivatives of the equivalent parameters, the specific capacitances and inductance. The calculated coefficient was compared with that of a cylindrical ...
Added: June 6, 2013
Характеристическое уравнение и свойства электронных волн в периодических структурах
Solntsev V. A., Радиотехника и электроника 2012 Т. 57 № 12 С. 1312–1322
The finitedifference theory of excitation of periodic waveguides is used to derive the characteris tic equation for electron waves formed during interaction of an electron beam with forward and counter propagating electromagnetic waves of periodic waveguides (slowwave structures). The derived characteristic equation describes interaction of electrons and waves in passbands and stopbands of periodic waveguides ...
Added: November 26, 2012
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