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The oscillator strengths and radiative transition probabilities for the Lyman and Balmer series for transitions up to n = 5 of a hydrogen-like ion embedded in a finite-temperature quantum plasma are calculated… Click to show full abstract
The oscillator strengths and radiative transition probabilities for the Lyman and Balmer series for transitions up to n = 5 of a hydrogen-like ion embedded in a finite-temperature quantum plasma are calculated in a wide range of plasma densities and temperatures for the first time. The plasma screened Coulomb interaction includes the quantum electron degeneracy, exchange-correlation, and finite-temperature gradient correction effects. The results for the oscillator strengths at temperatures 0.35 eV and 3.5 keV are compared with those for zero-temperature quantum plasmas and for Debye plasmas, respectively.
Journal Title: Physics of Plasmas
Year Published: 2017
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