Stark broadening of Balmer lines with low and moderate quantum number in dense divertor plasmas
J. Rosato, Ny Kieu, Mutia Meireni, Roshin Raj Sheeba, M. Koubiti, Y. Marandet, R. Stamm, K. Verhaegh, B.P. Duval, The TCV team, The MST1 team
Abstract
J. Rosato, Ny Kieu, Mutia Meireni, Roshin Raj Sheeba, M. Koubiti, Y. Marandet, R. Stamm, K. Verhaegh, B.P. Duval, The TCV team, The MST1 team
Abstract
A computer simulation technique is applied to the modelling of Balmer line shapes in dense divertor conditions. The spectral profile of lines with a high principal quantum number n is sensitive to Stark broadening and can be used as a density diagnostic. In contrast, an analysis of the shape of low or moderate n lines such as Dα (n = 3), Dβ (n = 4), and Dγ (n = 5) is more intricate because the Stark effect is weaker and can compete with thermal Doppler broadening. We examine this issue and address the relative contribution of the Stark and Doppler effects on the first Balmer lines. Analyses of experimental spectra are performed.
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A computer simulation technique is applied to the modelling of Balmer line shapes in dense divertor conditions. The spectral profile of lines with a high principal quantum number n is sensitive to Stark broadening and can be used as a density diagnostic. In contrast, an analysis of the shape of low or moderate n lines such as Dα (n = 3), Dβ (n = 4), and Dγ (n = 5) is more intricate because the Stark effect is weaker and can compete with thermal Doppler broadening. We examine this issue and address the relative contribution of the Stark and Doppler effects on the first Balmer lines. Analyses of experimental spectra are performed.
Key concepts: Balmer series, Stark effect, Divertor, Doppler broadening, Spectral line, Plasma, Doppler effect, Atomic physics