2015
DOI: 10.1109/tmtt.2015.2393882
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Experimental Study of Microwave Pulse Compression Using a Five-Fold Helically Corrugated Waveguide

Abstract: This paper presents the experimental study of microwave pulse compression using a five-fold helically corrugated waveguide. In the experiment, the maximum power compression ratio of 25.2 was achieved by compressing an input microwave pulse of 80-ns duration and 9.65-9.05-GHz frequency swept range into a 1.6-ns Gaussian-envelope pulse. For an average input power of 5.8 kW generated by a conventional traveling-wave tube, a peak pulse output power of 144.8 kW was measured corresponding to an energy efficiency of … Show more

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Cited by 35 publications
(25 citation statements)
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“…The best compression factor of 25.2 was obtained using a frequency sweep over an 80 ns part of the input pulse with roughly constant amplitude figure 3, corresponding to an average power of about 5.80 kW. The peak power of the compressed pulse was 144.8 kW with a pulse width of 1.6 ns as shown in Figure 4 resulting in an energy efficiency of 66% [4].…”
Section: A Experimental Results 5-fold Compressor (286m Long)mentioning
confidence: 97%
“…The best compression factor of 25.2 was obtained using a frequency sweep over an 80 ns part of the input pulse with roughly constant amplitude figure 3, corresponding to an average power of about 5.80 kW. The peak power of the compressed pulse was 144.8 kW with a pulse width of 1.6 ns as shown in Figure 4 resulting in an energy efficiency of 66% [4].…”
Section: A Experimental Results 5-fold Compressor (286m Long)mentioning
confidence: 97%
“…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%
“…When the interaction region has a helical corrugation on the inner surface there exists an "ideal" eigenwave giving many benefits that can be exploited in novel gyro-devices and in pulse compression [4]. For the gyro-devices the eigenwave has an almost constant value of group velocity over a wide frequency band in the region of small axial wave numbers [5].…”
Section: Introductionmentioning
confidence: 99%