Quantum-statistical T-matrix approach to line broadening of hydrogen in dense plasmas
The electronic self-energy Se is an important input in a quantum-statistical theory for spectral line profile calculations. It describes the influence of plasma electrons on bound state properties. In dense plasmas, the effect of strong, i.e. close, electron-emitter collisions can be considered by t...
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curtin-20.500.11937-54342017-09-13T14:41:38Z Quantum-statistical T-matrix approach to line broadening of hydrogen in dense plasmas Lorenzen, S. Wierling, A. Reinholz, H. Röpke, G. Zammit, Mark Fursa, Dmitry Bray, Igor The electronic self-energy Se is an important input in a quantum-statistical theory for spectral line profile calculations. It describes the influence of plasma electrons on bound state properties. In dense plasmas, the effect of strong, i.e. close, electron-emitter collisions can be considered by three-particle T-matrix diagrams. These digrams are approximated with the help of an effective two-particle T-matrix, which is obtained from convergent close-coupling calculations with Debye screening. A comparison with other theories is carried out for the 2p level of hydrogen at kBT = 1 eV and ne = 2· 1023 m-3, and results are given for ne = 1 ·1025 m-3. © 2010 American Institute of Physics. 2010 Conference Paper http://hdl.handle.net/20.500.11937/5434 10.1063/1.3517588 restricted |
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Curtin University Malaysia |
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The electronic self-energy Se is an important input in a quantum-statistical theory for spectral line profile calculations. It describes the influence of plasma electrons on bound state properties. In dense plasmas, the effect of strong, i.e. close, electron-emitter collisions can be considered by three-particle T-matrix diagrams. These digrams are approximated with the help of an effective two-particle T-matrix, which is obtained from convergent close-coupling calculations with Debye screening. A comparison with other theories is carried out for the 2p level of hydrogen at kBT = 1 eV and ne = 2· 1023 m-3, and results are given for ne = 1 ·1025 m-3. © 2010 American Institute of Physics. |
format |
Conference Paper |
author |
Lorenzen, S. Wierling, A. Reinholz, H. Röpke, G. Zammit, Mark Fursa, Dmitry Bray, Igor |
spellingShingle |
Lorenzen, S. Wierling, A. Reinholz, H. Röpke, G. Zammit, Mark Fursa, Dmitry Bray, Igor Quantum-statistical T-matrix approach to line broadening of hydrogen in dense plasmas |
author_facet |
Lorenzen, S. Wierling, A. Reinholz, H. Röpke, G. Zammit, Mark Fursa, Dmitry Bray, Igor |
author_sort |
Lorenzen, S. |
title |
Quantum-statistical T-matrix approach to line broadening of hydrogen in dense plasmas |
title_short |
Quantum-statistical T-matrix approach to line broadening of hydrogen in dense plasmas |
title_full |
Quantum-statistical T-matrix approach to line broadening of hydrogen in dense plasmas |
title_fullStr |
Quantum-statistical T-matrix approach to line broadening of hydrogen in dense plasmas |
title_full_unstemmed |
Quantum-statistical T-matrix approach to line broadening of hydrogen in dense plasmas |
title_sort |
quantum-statistical t-matrix approach to line broadening of hydrogen in dense plasmas |
publishDate |
2010 |
url |
http://hdl.handle.net/20.500.11937/5434 |
first_indexed |
2018-09-06T18:00:04Z |
last_indexed |
2018-09-06T18:00:04Z |
_version_ |
1610882015611060224 |