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Deformation of P Cygni line profiles by gravitational microlensing effects

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Deformation of

P

Cygni

Line

Profiles by

Gravitational

Microlensing

Effects

D.

Hutsemékers,

J.

Surdej,

E. Van Drom

Institut d'Astrophysique, Université de Liège, Belgium

In addition to the well-known induced photometric effects, the gravitational magnification

of

a

light

source by stellar-mass lenses may also a^ffect the spectral line profiles

if

the different paxts of the profile originate from

dif-ferent emitting regions

in

the source plane and

if

the size of these regions

is comparable to the characteristic lensing radius (Kayser et aJ. 1986). As

noticed by Surdej (1990), this may be particularly important for the broad

absorption line (BAL) quasars because the projectéd size of the BALR is

similar

to

that

of the continuum emitting region and therefore compaxa-ble to reasonable lensing radii. Good evidence for such microlensing effects

on BAL line profiles is suggested by the spectroscopic observations of the

multiple components of the BAL quasar H1413*117 (Angonin et al. 1990).

In

this context, we have investigated here the effects of the chromatic magnification due to microlensing on the spectrum of BAL quasars assuming

that

they a.re constituted of a central continuum source surrounded by a

rapidly expanding atmosphere, a model which may account for the observed

P Cygni-type profrles at least in some cases.

In order to delineate the main characteristics of the spectral variations due to microlensing, we have adopted a model that is as simple as

possi-ble. The

P

Cygni-type profiles have been computed

in

the frasrework of

the Sobolev approximation for a rapidly, spherically symmetric, expanding atmosphere which is accelerated outwa,rds around a central core. Both

reso-narlce scattering and collisional excitation have been assumed to contribute to the line formation

Process-The adopted lens was a single point-like star positioned at different pro-jected d,istances from the central core in order to magnify different pa'rts of

th"

"*p*td.ing envelope. The resulting P Cygni-type profiles

were obtained

by integrating over the source plane the spectral intensity of the radiation

frLld

"m"rging from the envelope along the line-of-sight a,nd multiplied

by

the amplification pattern determined

for a

given projected distance and

characteristic radius of the lens.

Fbr reasonable values of the characteristic lensing radius and BELR size,

(2)

D. Hutsemékers et al.: Deformation of P Cygni Line profiles

changes of the profiles may occur. The deformations of the profiles

essen-tially

appeax when the lens is approximately aligned with the source while

the changes due to a decentered lens remain small.

The modifications of the P Cygni line profiles due to microlensing effects

are mainly characterized by a net increase of the whole absorption

compo-nent relative to the emission one. This increase of the absorption may be strong enough to transform a nearly pure emission line profile into a more

typicai P Cygni-type one.

For plausible values

of

the

transverse velocities

of

the

source, the observer and the lens, these profile variations may occur

with

a

typical

timescale of ten years. This order of magnitude is in quite good agreement

with the timescale of line proflle variations reported for some BAL quasars (see e.g. Turnshek et al. 1988; Smiih et al. 1988).

1

-l - 0.5 -lI -0.5

Fig.

t.

An example of line profiles computed with (B) and without (A)

microlens-ing effects. In this case, collisional excitation dominates the process of line forma-tion. Abscissae are dimensionless frequencies and ordinates fluxes normalized to the continuum.

This research was supported in part by contract ARC g0lg4-r40 "Action

de recherche concertée de la Communauté Française" (Belgium).

References

Angonin et al. (1990): A&A 233, L5 Kayser et al. (1986): A&A 166, 36

Smith et al. (1988): MNRAS 235,551

Surdej (1990): in Lecture notes in Phys'ics: Grouitqtional lensing, Springer-Verlag Turnshek et al. (1988): ApJ 325,651

This book was processed by the author using the

T$

macro package from Springer-Verlag.

0.5 0.5

Figure

Fig.  t.  An  example  of line profiles computed  with  (B)  and  without  (A)  microlens- microlens-ing  effects

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