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Increased Lyα Opacity in White Dwarf Photospheres from Transient H− Resonances
Increased Lyα Opacity in White Dwarf Photospheres from Transient H− Resonances
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Increased Lyα Opacity in White Dwarf Photospheres from Transient H− Resonances
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Increased Lyα Opacity in White Dwarf Photospheres from Transient H− Resonances
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Increased Lyα Opacity in White Dwarf Photospheres from Transient H− Resonances
Increased Lyα Opacity in White Dwarf Photospheres from Transient H− Resonances
Journal Article

Increased Lyα Opacity in White Dwarf Photospheres from Transient H− Resonances

2025
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Overview
The structure and emergent flux of hydrogen atmosphere white dwarfs depend on the opacity of the Lyα and Lyβ spectral lines. The opacity here is set by the strength and broadening of these lines; the latter is dictated by the far line wing, which is in the “quasi-static” limit of electron broadening, placing it in the incomplete collision regime, and describes the transient parts of electron and ion collisions. These transient stages of the collision form resonances: In the case of ions, they manifest as molecular resonances, while for electrons they are H− resonances, both of which can only be captured quantum-mechanically. Quantum-mechanical calculations have historically preserved only a handful of broadening terms that are most important near the center of the line. However, in the wings of the line, the previously neglected terms that describe the transient stages of the collision need to be included. This requirement arises because, in the line wings, the broadening from the 1s ground state, which is generally assumed to be extremely small compared to the broadening of the upper state, is no longer negligible within a quantum-mechanical model that takes into account exchange interactions. The inclusion of all the transient terms results in asymmetries and extra broadening. The increased broadening of Lyα increases the opacity at the energy where most of the flux leaves the star. The broader Lyα lines also impact the visible flux, raising it by an amount that exceeds previously estimated errors.