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Hydrogen Lines in DA White Dwarfs: Improved Stark Broadening. Pier-Emmanuel Tremblay & Pierre Bergeron Université de Montréal. E. -. +. Hydrogen-line (DA) white dwarfs. Spectroscopic Technique : Bergeron et al. (1992). Photosphere at 20,000 K. - PowerPoint PPT Presentation
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Hydrogen Lines in DA White Dwarfs: Improved Stark Broadening
E
Pier-Emmanuel Tremblay & Pierre BergeronUniversité de Montréal
Hydrogen-line (DA) white dwarfs
Spectroscopic Technique : Bergeron et al. (1992)
Photosphere at 20,000 K
Mihalas, Hummer & Däppen 1988Occupation probability formalism
Mihalas, Hummer & Däppen 1988Occupation probability formalism
charged - neutral
T=10,000 K T=20,000 K
W
WD0205+250
"old models" priorto 1992
Mike Seaton (1990) : MHD88 effects should also be included in line profiles calculations.
Bergeron (1993) : ad-hoc parameter, used in all codes (TLUSTY)
VCS βcritx2
Stark Broadening - Hydrogen
-
+
+
+
+
+
+
Constant Electric FieldLinear Stark Effect
Microfield Distribution
β=E/Eo
P(β)dβ
MHD88 : HoltsmarkNayfonov (1999) : Hooper
H
e-
v
r=Rdebye
r=Rmin
Ψ(H)
Ψ(e)
ρ
Vidal, Cooper & Smith (1973)Lemke (1997)
Constant Electric FieldLinear Stark Effect
t
n=1
n=2
n=3
n=4n=5
Non-adiabatic quantum calculations
electronic collisionsno-quenching
Hydrogen Atom : V(r) V(r) + qEz
V(z)
z
V(z)
z Saddle point
ΔE
Energy of Nth level
ΔEBound state Free State
Mihalas, Hummer & Däppen 1988Occupation probability formalism
βcrit value not arbitrary!
Βcrit
} electronic collisions
Seaton (1990)
Low Fields
High Fields
Seaton (1990) : first non-ideal profiles using approximate electronic broadening profiles
Bergeron (1993) : ad-hoc parameter.
This work•Vidal, Cooper & Smith (1973) electron broadening theory.
•Non-ideal correction for proton perturbations (MHD 88, Seaton 90).
This work•Non-ideal correction for electron perturbations (MHD 88).•It accounts for about 10% of the non-ideal effects.
Consistent implementation of the MHD88 Theory.
T=10,000 KLog Ne =17
VCS This Work M. Seaton(Lemke 1997)
Wiese et al. (1972)
0.55 M
0.7 M
0.7 M
0.55 M
0.55 M
0.7 M
0.7 M
0.55 M
ΔTeff =+100 K Δlog g = +0.06
GD71 HZ43
This workVCS βcritx2
Independent constraints
40 Eri B
Conclusion
• Spectroscopic technique (Bergeron et al. 1992).
• Current model atmospheres use MHD88 EOS and VCS Stark broadening profiles (Lemke 1997 tables)
• Here we add MHD88 inside the VCS broadening theory in a consistent way for the first time.
• We are currently looking at further implications at low and high Teff, UV lines and DO white dwarfs.