2005
DOI: 10.1103/physrevstab.8.040705
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Improving selectivity of free electron maser with 1D Bragg resonator using coupling of propagating and trapped waves

Abstract: A novel scheme of the Bragg free-electron maser (free-electron laser) [FEM (FEL)] based on the coupling of an amplified propagating wave with a quasicutoff mode trapped inside the cavity is considered. The cutoff mode is essential for FEM self-excitation while energy extraction from the electron beam in the steady-state oscillation regime is almost completely determined by the propagating mode, synchronous to the beam. The main advantage of the discussed scheme over the traditional scheme of Bragg FEM is impro… Show more

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Cited by 29 publications
(14 citation statements)
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“…The modeling of nonstationary equations (5), (9), and (11) demonstrates that single-frequency oscillation regimes can be established with moderate exceedings over the threshold. Figure 2 shows the onset of the stationary oscillation regime and the spatial distribution of the field amplitudes of partial waves in this regime for L 1 = 0.6, L 0 = 3.4, and L 2 = 0.2, which corresponds to the above-mentioned resonator geometry.…”
mentioning
confidence: 98%
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“…The modeling of nonstationary equations (5), (9), and (11) demonstrates that single-frequency oscillation regimes can be established with moderate exceedings over the threshold. Figure 2 shows the onset of the stationary oscillation regime and the spatial distribution of the field amplitudes of partial waves in this regime for L 1 = 0.6, L 0 = 3.4, and L 2 = 0.2, which corresponds to the above-mentioned resonator geometry.…”
mentioning
confidence: 98%
“…resonators based on traveling and quasi-critical wave coupling [9,10]. In such an FEM scheme, the electron beam under the conditions of large Doppler frequency up-conversion amplifies the co-propagating wave, which is coupled by the Bragg structure with a quasi-critical wave that ensures the oscillator self-excitation and the transverse-index mode selection.…”
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confidence: 99%
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“…In a cylindrical waveguide with periodical azimuthal radial grooves ( Fig.1) a propagating waveguide mode can be reflected into itself or into modes with different radial indices if the corrugation period p satisfies the Bragg condition [4,5]:…”
Section: Bragg Reflector In Oversized Circular Waveguidementioning
confidence: 99%
“…As an FEM microwave system capable to provide stable narrow-band operation in strongly oversize interaction space, we proposed high-selective Bragg resonators of the novel type based on the so-called advanced Bragg structures with the feedback loop involving propagating and quasi-cutoff waves [3,4]. To decrease Ohmic losses associated with excitation of cut-off mode it is attractive to use two-mirror resonator scheme with the up-stream advanced Bragg reflector and conventional Bragg reflector with rather small reflectivity as a down-stream reflector (Fig.…”
Section: Introductionmentioning
confidence: 99%