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9–12 Sept 2025
Fudan University, Shanghai, China
Europe/Vienna timezone

Determine the mode number and wave-number of plasma instability using harmonics in the spectrum

9 Sept 2025, 12:05
25m
Auditorium Hall HGX 102 (Guanghua Twin Tower) (Fudan University, Shanghai, China)

Auditorium Hall HGX 102 (Guanghua Twin Tower)

Fudan University, Shanghai, China

220 Handan Road, Yangpu District, Shanghai, China 邯郸路 220 号 复旦大学
Oral (Regular) Signal Processing and Anomaly Detection Signal Processing and Anomaly Detection

Speaker

Liwen Hu (核工业西南物理研究院)

Description

Harmonic phenomenon occurs frequently in the plasma diagnostic signal spectrum and is often considered useless or even harmful. Because the harmonic of plasma modes may overlap with other modes making it difficult for experimenters to distinguish between these modes. But in some case harmonics of mode may carry important information that helps further study plasma instability modes.
Harmonic phenomenon may come from mode coupling with itself. By analyzing the different harmonic frequencies in the spectrum, the toroidal mode number of the mode be determined. For example, Harmonics are seen in the spectrum of laser interferometer. There are mode and its harmonics in the spectrum at around 345~350ms. According to the magnetic probes the toroidal mode number is n=3. After analyzing the harmonics in the spectrum, the toroidal mode number n=3 or 4 is obtained. This is generally consistent with the measurements obtained from the magnetic probes.
The Bragg condition shows that the most efficient reflection of microwave occurs at kf=2k0, where kf is the wavenumber of the perturbation spectrum, k0 is the wavenumber of incident wave. The wavenumber of harmonic increases with the order of harmonics. When the wavenumber of harmonics meets the Bragg condition, it will show a stronger reflect phenomena. This phenomenon has been observed on HL-3’s microwave reflectometer signal. And after determining the wave number of the incident wave, the wave number range of the mode can be roughly determined.

Speaker's email address huliwen@swip.ac.cn
Speaker's Affiliation Southwestern Institute of Physics
Member State or International Organizations China

Authors

Liwen Hu (核工业西南物理研究院) peiwan shi (Southwestern Institute of Physics) Wei Chen (Southwestern Institute of Physics, P.O. Box 432 Chengdu 610041, China) Mr xi feng (核工业西南物理研究院) Liming Yu (Southwestern Institute of Physics)

Presentation materials

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