2006
DOI: 10.1051/0004-6361:20054182
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The secrets of T Pyxidis

Abstract: Aims. We study the UV spectral behavior of the recurrent nova T Pyx during 16 years of IUE observations. Methods. We examined both the IUE line-by-line images and the extracted spectra in order to understand the reality and the origin of the observed spectral variations. We compare different extraction methods and their influence on the spectrum of an extended object. Results. The UV continuum of T Pyx has remained nearly constant in slope and intensity over this time interval, without any indication of long-t… Show more

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Cited by 23 publications
(52 citation statements)
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“…(A linear plot would not show the progressive departure from a power law starting at λ ∼ 4300 since it would compress it within a few per cent of the y-axis.) As in the case of T Pyx, which shows a very similar behavior (Gilmozzi & Selvelli 2007), we interpret this departure as an indication that the contribution of the disk to these wavelengths comes from its outer region, where it becomes optically thin (or reaches a physical edge) and is the superposition of the blackbody tails from the progressively larger and cooler last optically thick outer annuli of the disk. The temperature of this outer region of the disk was estimated at ∼10 000 K for T Pyx, and this seems to the case for V603 Aql as well, since the wavelength at which the departure starts is very similar for the two objects.…”
Section: The Uv Sed and The Optical Magnitudessupporting
confidence: 67%
See 1 more Smart Citation
“…(A linear plot would not show the progressive departure from a power law starting at λ ∼ 4300 since it would compress it within a few per cent of the y-axis.) As in the case of T Pyx, which shows a very similar behavior (Gilmozzi & Selvelli 2007), we interpret this departure as an indication that the contribution of the disk to these wavelengths comes from its outer region, where it becomes optically thin (or reaches a physical edge) and is the superposition of the blackbody tails from the progressively larger and cooler last optically thick outer annuli of the disk. The temperature of this outer region of the disk was estimated at ∼10 000 K for T Pyx, and this seems to the case for V603 Aql as well, since the wavelength at which the departure starts is very similar for the two objects.…”
Section: The Uv Sed and The Optical Magnitudessupporting
confidence: 67%
“…It should also be noted that the near coincidence in wavelength of several of these weak emission features in different objects gives support to their reality: the line near 1280 Å is present in DQ Her and GK Per, the line near 1434 Å in V603 Aql and HR Del (and also in T Pyx, see Gilmozzi & Selvelli 2007), the line near 1590 Å in V603Aql and RR Pic, the line near 1914 Å in V603 Aql and DQ Her, the line near 3124 Å in V603 Aql, DQ Her, and RR Pic. It is tempting to identify this last feature as the strong O iii Bowen line λ 3132 Å, although the wavelength separation is systematically too large.…”
Section: The Uncommon Emission Featuresmentioning
confidence: 76%
“…3 and Table 2) The equivalent widths (EW) and the FWHM of the strongest emission lines measured in the target spectra are provided in Table 3. The measurements were done with the  task  Gilmozzi & Selvelli (2007); (2) Shafter (1997); (13) Henize & Liller (1975); (14) Selvelli & Gilmozzi (2013); (15) Zhao & McClintock (1997); (16) Selvelli (2004). fitting Gaussians to the emission lines. The error estimates were computed directly in  by running a number of Monte Carlo simulations based on preset instrumental parameters.…”
Section: Observations and Data Reductionmentioning
confidence: 99%
“…The C iv line at 1550 Å is significant, and the He ii line at 1640 Å is likely visible but not significant. This spectrum can be compared with the ultraviolet spectrum derived from greatly longer exposures with the IUE satellite that covers a somewhat broader wavelength range (Selvelli et al 2010). variable in the IUE spectrum (Gilmozzi & Selvelli 2007). This spectrum is well fit by a power law, for which we find an index of −2.25 ± 0.03, while the normalization has a formal error of 1.1%.…”
Section: Galex Spectrum and The Spectral Energy Distributionmentioning
confidence: 99%