A&A 383, 933-937 (2002)
DOI: 10.1051/0004-6361:20011838
R. E. Mennickent1,
- G. Tovmassian2 - S. V. Zharikov2 - C. Tappert1 - J. Greiner3 - B. T. Gänsicke4 - R. E. Fried5
1 - Dpto. de Fisica, Fac. de Cs. Fisicas y Mat.,
Universidad de Concepcion, Casilla 160-C, Concepcion, Chile
2 - Observatorio Astronomico Nacional,
Instituto de Astronomia, UNAM, 22860 Ensenada, Mexico
3 - Astrophysical
Institute Potsdam, An der Sternwarte 16, 14482 Potsdam, Germany
4 -
Universitats-Sternwarte, Geismarlandstr. 11, 37083 Gottingen, Germany
5 - Braeside Observatory, PO Box 906, Flagstaff, AZ 86002, USA
Received 18 October 2001 / Accepted 18 December 2001
Abstract
We present V and -band photometry and optical near-infrared
spectroscopy of the cataclysmic variable 1RXS J094432.1+035738.
We detected
features of a cool secondary star, which can be modeled with a
red dwarf of spectral type M2
+0.5-1.0 V at
a distance of
pc.
Key words: stars: individual: 1RXS J094432.1+035738 - novae - cataclysmic variables - stars: fundamental parameters - stars: evolution - binaries: general
We obtained
differential photometry of 1RXSJ094432.1+ 035738
at Braeside Observatory, Arizona, using a 41 cm reflector equipped with a
SITe 512 CCD camera, during the nights of March 11 and 12, 2000 (UT). We
also obtained -band time-resolved photometry during two nights
in April 17-18, 2001 (UT) at the 1.5 m telescope of the Observatorio
Astronomico Nacional de San Pedro Martir (OAN SPM), Baja California,
Mexico. This telescope was equipped with a
pixel SITe
CCD.
The images were
corrected for bias and flat field. For the observations of April, 2001,
aperture differential photometry was carried out using the comparison star
located at
= 09:44:27.25 and
= 03:58:09.9
and the check star located at
= 09:44:26.45 and
= 03:57:42.7. An estimate of the uncertainty of the
CCD photometry was obtained from the standard deviation of the
differential light curve between comparison and check star, viz. 0.02 mag. Since comparison and check stars are slightly fainter than the
variable, the photometric error in this case is dominated by the fainter
star (i.e. the check star) and the above figure is an upper limit for
the uncertainty of the variable minus comparison light curve (e.g.
Howell et al. 1988). We did not obtain an absolute calibration for our
photometric dataset obtained at San Pedro Martir. However, for the
observations carried out at Braeside Observatory, we obtained Vmagnitudes of 1RXS J094432.1+035738 relative to the V= 11.82comparison star GSC0023900958.
We used the Boller & Chivens spectrograph installed in the
Cassegrain focus of the 2.12 m telescope at OAN SPM. The
300 lines/mm grating was used to cover a wavelength range
from 3700 to 7600 Å. The TEK
pixel CCD with
a
m pixel size was attached to the spectrograph.
The Danish Faint Object Spectrograph and Camera (DFOSC) was used with grisms 5 and 7 at the Danish telescope in Chile, yielding a combined wavelength range of 3500-9500 Å. A slit width of 1.5 arcsec was chosen in order to match the typical point spread function at the focal plane of the telescope. This resulted in spectral resolutions of 4 Å (grism 7) and 7.5 Å (grism 5). The journal of observations is given in Table 1.
In general, the wavelength calibration functions were constructed with
40 He-Ne lines and had typical rms of 0.1 Å (5 km s-1 at
H
).
Spectrophotometric standard stars (Feige 34 and HZ 44 in OAN SPM and
LTT 3864 and LTT 7987 in La Silla, Hamuy et al. 1992; Hamuy et al. 1994)
were observed in order to perform flux calibration.
To minimize slit losses and improve flux
calibration, a wide slit was used for standards stars (5
)
while the
slit for all objects was aligned along the paralactic angle.
The atmospheric absorption
bands were removed from the spectra using the "telluric'' IRAF task. For
that we used a template obtained by normalizing the standard star
spectrum to the continuum, and interpolating the resulting spectrum between
the hydrogen absorption lines intrinsic to the early spectral type.
Tel. | Grating | Res. (Å) | HJD | N |
2.12 m/SPM | 300 l/mm | 8.0 | 45.6676-7395 | 11 |
1.54 m/ESO | #5 | 7.5 | 94.5003-5759 | 6 |
1.54 m/ESO | #7 | 4.0 | 95.4913-5675 | 17 |
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Figure 1: V magnitudes and their errors for the observations at Braeside Observatory. |
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Figure 2: Differential magnitudes of comparison and check star (upper panel) and variable and comparison star (bottom panel) for the San Pedro Martir Observatory observations. |
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Figures 1 and 2 show the light curves of 1RXS J094432.1+035738.
From these figures, the remarkable variability of this star is evident.
The bottom panel of Fig. 1 reveals
non-coherent variability with amplitude 0.4 mag and peak-to-peak
time scales of 1 hour, whereas in the upper panel a complex behaviour is
seen; a long-term oscillation with a time scale of 1.7 hours over a
long-term fading and flickering in time scales longer than 10 minutes.
Regarding the data taken in San Pedro Martir Observatory (Fig. 2),
discarding the data previous to the maximum at 2 452 016.6905, and
shifting the remaining data to a common nightly mean, we find a good model
with a sinusoid with a period of 0.111
0.005 days (2.66
0.12
h). A frequency analysis of the whole dataset did not yield any conclusive
periodicity.
Our averaged spectrum shown in Fig. 3 reveals a rather flat continuum
reaching a maximum around 7500 Å and decreasing to longer wavelengths.
Balmer, Paschen (not shown in Fig. 3 since the flux calibration at these
wavelengths is not reliable) and He I emission lines are also
present. At our resolution, these lines are single peaked and the Balmer
decrement rather flat. From the spectrum we derived spectrophotometric
magnitudes of
for April 2000 and
for
May 2000, including correction factors by slit looses derived for the
finite slit width. The above figures indicate that the object was
observed in quiescence in both observing sessions. Contrasting with the
spectrum shown by Jiang et al. (2000), we observe the TiO absorption
bands typical of M type stars.
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Figure 3: Combined spectrum of 1RXS J094432.1+035738. Identified absorption bands are labeled. |
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Line | EW | flux |
H10 | N/A | 2.1 |
H9/He I 3828 | -9 | 2.2 |
H8 | -20 | 2.4 |
H![]() |
-37 | 2.7 |
He I 4023 | -5 | 1.1 |
H![]() |
-65 | 2.8 |
H![]() |
-70 | 3.0 |
He I 4388 | -4 | 0.9 |
He I 4471 | -15 | 1.4 |
He II 4685 / He I 4713 | -11 | 1.0 |
H![]() |
-72 | 3.1 |
He I 4920 | -8 | 1.0 |
He I 5015 | -4 | 1.0 |
He I 5875 | -14 | 1.5 |
H![]() |
-65 | 3.1 |
He I 6678 | -8 | 1.2 |
He I 7065 | -8 | 1.1 |
H I 8863 | -5 | N/A |
H I 9014 | -9 | N/A |
H I 9229 | -13 | N/A |
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Figure 4:
The H![]() ![]() ![]() |
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We measured the
radial velocities of the H
emission line in the single spectra by
fitting the profile with a Gauss function.
We observe a radial
velocity maximum at HJD 2 451 645.6872 (April 12, 2000) followed by a
smooth velocity decrease. On the other hand, on May 23,
2000, we observe a velocity minimum at HJD
2 451 695.4992 followed by a maximum at HJD 2 451 695.5586.
A pdm periodogram for our radial velocity
dataset indicates several possible solutions.
Our velocities are not distributed in time in such way as to decide
about these possible aliases. However, the data provided by Thorstensen
& Fenton (private comunication) is well distributed in time to determine
the daily cycle count. We therefore assumed the Thorstensen & Fenton period (0.1492
0.0004 d) and tried to
refine it by doing a pdm analysis inside the period error window provided by these
authors. The result indicates two solutions with similar statistical
significance, viz.
0.14892
0.00013 d and 0.14936
0.00013 d.
The period error above
corresponds to the half width at half maximum of the main peak in the
power window. In both cases, the H
radial velocity curve
can be described by a sine law with half-amplitude around 75 km s-1 (Fig. 5).
The fact that K1 is moderately high, and the light curve does
shows variations, but no eclipses, point to a medium inclination in the
range of 30-60 degrees.
The existence of the TiO band at 5450 Å sets a
low limit for the spectral type of the secondary star of M 0.5, whereas
the absence of the TiO band at 8400 Å sets an upper limit of M 5 (e.g.
Reid & Hawley 2000). In order to better constrain the spectral type of
the secondary star, we fitted the continuum with a composite spectrum
consisting of the contributions of a power-law continuum and a late type
template spectrum:
![]() |
(1) |
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Figure 5: The observed spectrum, the best disk and secondary star model and the sum of them (thick line). Spectral regions with emission lines were excluded in the fitting process. |
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From the inferred Johnson-V magnitude of the secondary star,
viz. 18.04, we estimate a distance of 425
+63-47 pc,
assuming
MV = 9.9 for the M2V secondary and an
uncertainty in the spectral class of
+0.5-1.0 subtypes.
An independent estimate
can be obtained using the MV(outburst peak) vs. relationship calibrated by Warner (1995, his Eq. (3.4)).
Assuming a magnitude at maximum of V = 13.1, based on the
VSNET reports, we obtain a distance of d = 454 pc. Finally,
using the Beuermann & Weichhold (1999) method to derive CV distances,
which is based on the flux deficiency
at wavelengths 7500 and
7165 Å, i.e. independent of any disk contamination, we find
distances of
pc,
pc, and 427
103
pc for M1V, M2V and M2.5V type secondaries, yielding a mean of 419
pc. In the above calculation we assumed a radius for the
secondary star of 0.36
0.09 solar radii, accordingly to the orbital
period of 3.58 h (Smith & Dhillon 1998, Eq. (11)). The average
of the three above estimates is d = 433 pc with a likely
uncertainty of 100 pc.
Covered
in the ROSAT survey for 243 s with a mean count-rate
of 0.089 counts/s, the hardness ratio suggests a hard spectrum,
possibly absorbed. Using a thermal bremsstrahlung model with a
fixed temperature of 20 keV, we derive an unabsorbed
X-ray luminosity of
(d/100 pc)2 erg s-1in the 0.1-2.4 keV ROSAT range. Using our distance estimate
above, this figure corresponds to 1.65
1031 erg s-1,
a typical value for dwarf nova in quiescence (Cordova & Mason 1984).
The orbital period found by Thorstensen & Fenton (private
comunication) is quite short for a dwarf nova above the period gap
(Shafter 1992).
However, the low
He II 4686/H
emission line ratio, along with the
absence of cyclotron harmonics in the spectrum, probably rule-out
the hypothesis of a AM Her type system, which is also consistent with
the available X-ray data. On the
other hand, the presence of outbursts and the general spectrum appearance,
suggests a dwarf nova type object. The short-term photometric variability
observed in Fig. 1 is reminiscent of rotational modulations seen in
intermediate polars, but the changing nature of this feature, and their
non-coherent nature, makes this interpretation doubtful.
The outburst amplitude,
3.5
mag, implies a recurrence time of around 30 days, accordingly to the
Kukarkin-Parenago relationship (e.g. Warner 1995, Eq. (3.1)). The above
figure suggests that many outbursts might have been missed by observers in
previous campaigns (the two reported outburst are separated by 6 months).
We argue that 1RXS J094432.1+035738 is very likely
a U Geminorum type dwarf nova, although an
intermediate polar nature cannot be discounted.
Acknowledgements
We acknowledge the referee, Dr. Klaus Beuermann, for useful comments that helped to improve a first version of this paper. We also acknowledge Dr. John Thorstensen for his cooperation in discussing the orbital period of this object. This work was supported by Grant Fondecyt 1000324 and DI UdeC 99.11.28-1.