1996
DOI: 10.1109/22.481581
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Broadband linearly polarized beat-wave TE/sub m1//TE/sub 11/ mode converters

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Cited by 25 publications
(7 citation statements)
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“…It has interesting features as it can couple two operating modes in the circular waveguide to generate new eigenmodes. It has attracted considerable interest and found its applications in gyrotron backward wave oscillators (gyro-BWOs) [15,16], gyrotron traveling wave amplifiers (gyro-TWAs) [17][18][19], mode converters [20,21], microwave pulse compressors [22,23], and as a microwave undulator [11]. The inner surface of an HCW can be expressed in cylindrical coordinates as ( , ) = 0 + 1 ( + 2 / ) (5) where R 0 is the mean radius of the circular waveguide, R 1 is the corrugation depth, m B is the fold number, and d is the axial period of the corrugation.…”
Section: Hcw As Microwave Undulatormentioning
confidence: 99%
“…It has interesting features as it can couple two operating modes in the circular waveguide to generate new eigenmodes. It has attracted considerable interest and found its applications in gyrotron backward wave oscillators (gyro-BWOs) [15,16], gyrotron traveling wave amplifiers (gyro-TWAs) [17][18][19], mode converters [20,21], microwave pulse compressors [22,23], and as a microwave undulator [11]. The inner surface of an HCW can be expressed in cylindrical coordinates as ( , ) = 0 + 1 ( + 2 / ) (5) where R 0 is the mean radius of the circular waveguide, R 1 is the corrugation depth, m B is the fold number, and d is the axial period of the corrugation.…”
Section: Hcw As Microwave Undulatormentioning
confidence: 99%
“…From the azimuthal synchronism condition, a fold number of 4 is required. The period of the mode convertor will satisfy the axial synchronism condition , where and are the axial wavenumbers of the mode and the spatial harmonic of the mode [23], [24]. The geometry was refined and verified by using the 3-D FDTD code CST Microwave Studio after the preliminary theoretical analysis.…”
Section: Design Of the Waveguide Components For Microwave Compresmentioning
confidence: 99%
“…14) are still in the design phase, and their broadband capability is still hindered owing to a lack of mode converters in the low terahertz region. 15,16 Inline coupling 17,18 and sidewall coupling 15,16,19,20 have been exploited to convert circular TE mn modes. The former, generally requiring a long converting region, is subject to parasitic oscillations in the gyrotron and is thus disfavored.…”
Section: Introductionmentioning
confidence: 99%