Abstract

RE J2248−511 is one of only 14 non-blazar active galactic nuclei (AGN) detected in the far-ultraviolet (FUV) by the ROSAT Wide Field Camera implying a large ultrasoft X-ray flux. This soft X-ray excess is strongly variable on year time-scales, a common property of narrow-line Seyfert 1s, yet its optical line widths classify this source as a broad-lined Seyfert 1 (BLS1). We use four nearly simultaneous optical–X-ray spectral energy distributions (SEDs) spanning 7 yr to study the spectral shape and long-term variability of RE J2248−511. Here we show that the continuum SED for the brightest epoch data set is consistent with the mean SED of a standard quasar, and matches well to that from an XMM–Sloan Digital Sky Survey sample of AGN with 〈M/M〉 ∼ 108 and 〈L/LEdd〉 ∼ 0.2. All the correlated optical and soft X-ray variability can be due entirely to a major absorption event. The only remarkable aspect of this AGN is that there is no measurable intrinsic X-ray absorption column in the brightest epoch data set. The observed FUV flux is determined by the combination of this and the fact that the source lies within a local absorption ‘hole’. RE J2248−511, whose variable, ultrasoft X-ray flux once challenged its BLS1 classification, demonstrates that characterization of such objects requires multi-epoch, multiwavelength campaigns.

INTRODUCTION

The ultraviolet (UV) to X-ray spectral shapes seen in active galactic nuclei (AGN) clearly comprise multiple components and have been the subject of decades of study. There is an accretion disc, which peaks in the UV (forming the big blue bump) in the standard optically thick, geometrically thin disc solutions (Shakura & Sunyaev 1973). This emission forms the seed photons for Compton upscattering in a hot corona, producing a power law above 2 keV. However, an excess of soft (<2 keV) X-ray emission above this power-law emission is seen ubiquitously in all high mass accretion rate AGN. The origin of this soft X-ray excess component is currently unknown but if this represents a true additional continuum (e.g. Laor et al. 1997; Magdziarz et al. 1998; Gierliński & Done 2004), then it has very similar temperature in all sources (Czerny et al. 2003; Gierliński & Done 2004; Middleton, Done & Gierliński 2007). This apparent fine tuning led to alternative models where the soft excess instead arises via reflection/absorption from partially ionized material, so that atomic features set the fixed energy (Gierliński & Done 2004; Crummy et al. 2006; Middleton et al. 2007; Walton et al. 2013). However, both these scenarios predict strong atomic features, at odds with the observed smooth soft X-ray excess continuum. These features can be smoothed into a pseudo-continuum by strong velocity shear, but the velocities required appear too extreme to be plausible for an absorbing wind (Schurch & Done 2007), and even in reflection require the very innermost edge of the disc around a high spin black hole (Crummy et al. 2006; Walton et al. 2013). Reflection also has the problem that the ionization state must be fine-tuned (Done & Nayakshin 2007), resurrecting the very issue that the model was designed to avoid.

The narrow-line Seyfert 1 (NLS1) subclass, objects where the full width at half-maximum (FWHM) of the broad component of the Hβ line is ≤2000 km s−1 (Osterbrock & Pogge 1985), shows nearly ubiquitous strong, steep soft X-ray emission (Boller, Brandt & Fink 1996; Grupe et al. 1999). These are most probably low-mass black holes accreting at high mass accretion rates with respect to Eddington (L/LEdd ∼ 1; Boroson 2002), so much of the soft excess may well be due to intrinsic emission from the accretion disc (Done et al. 2012, hereafter D12; Jin et al. 2012a, hereafter J12a). The combination of low mass and high L/LEdd predicts that the NLS1 should have the highest intrinsic accretion disc temperature of all AGN, and that this can peak close to (or even in) the soft X-ray bandpass. These objects do still need an additional soft X-ray component ‘filling in’ smoothly between the disc and high energy power law, but this ‘true’ soft X-ray excess is a much smaller fraction of the inferred bolometric luminosity than in standard broad-line Seyfert 1's (BLS1; D12; J12a).

A subset of NLS1 also shows dramatic variability, with deep dips in X-ray flux. These dip spectra are extremely complex (Gallo 2006), but can be fit with extremely smeared relativistic reflection (e.g. Fabian et al. 2009, 2013). However, the NLS1 which does not show such dips tend to have rather simple spectra (see Jin et al. 2009, J12a; Middleton et al. 2009; Jin, Ward & Done 2012c). In these ‘simple’ sources, the fast variability strongly favours the original model of a separate soft X-ray Comptonization component (Jin et al. 2013). Standard broad-line Seyferts also show growing evidence from variability studies for a separate soft X-ray component (e.g. Mehdipour et al. 2011; Noda et al. 2011, 2013; Lohfink et al. 2013). While the fine-tuning of the temperature is still an issue, such a component could arise from shock heating of the disc surface from the impact of a failed wind (Done et al. 2013).

Many AGN samples have been studied through their spectral energy distributions (SEDs), facilitated by large extragalactic surveys undertaken with e.g. XMM–Newton, Chandra and the Sloan Digital Sky Survey (SDSS) and by the availability of simultaneous optical to X-ray data sets from XMM–Newton and Swift which avoid any confusion introduced by variability (e.g. Brocksopp et al. 2006; Vasudevan & Fabian 2009; Grupe et al. 2010). While this has highlighted the diversity in broad-band spectral shapes and their variability, it has also been possible to create mean spectra for particular classes (e.g. Elvis et al. 1994; J12a). A number of SED studies have concluded that Eddington ratio is a main driver for the SED shape (e.g. Vasudevan & Fabian 2007, 2009; J12a). If this is true then the physics responsible for the soft X-ray excesses in NLS1 is likely to be closely tied to the Eddington ratio. Hence defining this class of objects on a single line width measure would then be inappropriate, missing higher mass black holes at similarly high L/LEdd (Sulentic, Marziani & Dultzin-Hacyan 2000; Collin et al. 2006; Dultzin et al. 2011; Peterson 2011). However, high mass, high L/LEdd AGN are rare in the local Universe, predominantly due to downsizing of activity in the Universe from z ∼ 2, so the single line width criterion may not miss many local objects.

RE J2248−511 is a local (z ∼ 0.1), extreme-UV (EUV)-selected Seyfert galaxy. It is classified as a BLS1 due to its Balmer broad-line widths of FWHM ∼3600 km s−1. For an estimated black hole mass of ∼108 M, this source is highly variable in both optical and soft X-rays (Puchnarewicz et al. 1995; Breeveld, Puchnarewicz & Otani 2001). ROSAT measured a soft X-ray spectral slope of Γ ∼ 3 and it was among the tiny fraction of ROSAT All Sky Survey (RASS) AGN also detected, and in this case discovered, by the ROSAT Wide Field Camera in the far-ultraviolet (Pounds et al. 1993). Despite its soft X-ray slope, there is no evidence for strong Fe ii emission (e.g. Wilkes, Elvis & McHardy 1987; Boller, Brandt & Fink 1996). This curious mixture of properties often places RE J2248−511 in the crossover of parameter space between BLS1 and NLS1.

RE J2248−511 is then an object where we can examine the nature of the soft X-ray excess and the relationship between the X-ray and optical/UV continua. To probe the underlying physics of this AGN we have gathered four epochs of quasi-simultaneous optical and X-ray observations using the South African Astronomical Observatory (SAAO) 1.9-m Radcliffe telescope, the Danish 1.54-m telescope at La Silla, XMM–Newton and Swift, spanning 7 yr from 2000 October to 2007 September. We also make a comparison to archival data. Section 2 describes the observations and in Section 3 we confirm the broad-line cloud velocities and estimate the black hole mass from our optical spectroscopy. We then determine whether the SEDs can be well represented by the broad-band spectral models of D12 in Section 4, and evaluate spectral variability between epochs. We discuss our findings and conclude in Section 5.

OBSERVATIONS

X-ray

RE J2248−511 was observed with XMM–Newton (Jansen et al. 2001) on 2000 October 26 (observations 0109 070 401 and 0109 070 501), 2000 October 31 (0109 070 601) and 2007 May 15 (0510 380 101) as listed in Table 1. We do not use observation 0109 070 501 due to sustained background flaring. All European Photon Imaging Camera (EPIC; Strüder et al. 2001) instruments were in small window mode with the medium filter applied, excepting the MOS cameras during the 2000 observation which were then in small window free running mode. The raw data were processed with the XMMsas version 20110223_1801-11.0.0.

Table 1.

UV, optical and X-ray observations utilized in this work.

WavebandObs. dateTelescope and instrumentTexp (s)Reference
X-ray2007 September 26Swift XRT1919Grupe et al. (2010)
2007 September 15Swift XRT22 569Grupe et al. (2010)
2007 May 15–16XMM–Newton EPIC pn45 058Dunn et al. (2010)
2007 May 15XMM–Newton EPIC MOS 1, 257 579, 58 848Dunn et al. (2010)
2006 November 01Swift XRT5769Grupe et al. (2010)
2006 September 21–22Swift XRT9759Grupe et al. (2010)
2001 October 31XMM–Newton EPIC pn9767
2001 October 31XMM–Newton EPIC MOS 1, 214 301, 14 304
2000 October 26XMM–Newton EPIC pn10 089
2000 October 26XMM–Newton EPIC MOS 1, 213 789, 13 791
1997 May 17ASCA GIS2, GIS319 960, 19 956Breeveld et al. (2001)
1993 April 21ROSAT PSPC4520Pounds et al. (1993), Puchnarewicz et al. (1995)
UV2004 July 07FUSE3299Dunn et al. (2010)
2002 September 24FUSE5534Dunn et al. (2010)
2002 September 24FUSE31 301Dunn et al. (2010)
1992 November 23IUE SWP10 799.8Dunn et al. (2006)
Optical2007 May 16SAAO 1.9 m (low-res blue, red)900
2006 August 29Danish 1.54 m DFOSC B, V, R180, 2×120, 60
2001 October 15SAAO 1.9 m (blue grating)900
2000 October 19–20SAAO 1.9 m (low-res blue, red)500, 500
2000 October 19–20SAAO 1.9 m (high-res blue, red)500, 500
2000 October 21–22SAAO 1.9 m (low-res blue, red)600, 900
2000 October 21–22SAAO 1.9 m (high-res blue, red)600, 600
2000 October 23–24SAAO 1.9 m (low-res blue, red)600, 900
2000 October 23–24SAAO 1.9 m (high-res blue, red)600, 600
WavebandObs. dateTelescope and instrumentTexp (s)Reference
X-ray2007 September 26Swift XRT1919Grupe et al. (2010)
2007 September 15Swift XRT22 569Grupe et al. (2010)
2007 May 15–16XMM–Newton EPIC pn45 058Dunn et al. (2010)
2007 May 15XMM–Newton EPIC MOS 1, 257 579, 58 848Dunn et al. (2010)
2006 November 01Swift XRT5769Grupe et al. (2010)
2006 September 21–22Swift XRT9759Grupe et al. (2010)
2001 October 31XMM–Newton EPIC pn9767
2001 October 31XMM–Newton EPIC MOS 1, 214 301, 14 304
2000 October 26XMM–Newton EPIC pn10 089
2000 October 26XMM–Newton EPIC MOS 1, 213 789, 13 791
1997 May 17ASCA GIS2, GIS319 960, 19 956Breeveld et al. (2001)
1993 April 21ROSAT PSPC4520Pounds et al. (1993), Puchnarewicz et al. (1995)
UV2004 July 07FUSE3299Dunn et al. (2010)
2002 September 24FUSE5534Dunn et al. (2010)
2002 September 24FUSE31 301Dunn et al. (2010)
1992 November 23IUE SWP10 799.8Dunn et al. (2006)
Optical2007 May 16SAAO 1.9 m (low-res blue, red)900
2006 August 29Danish 1.54 m DFOSC B, V, R180, 2×120, 60
2001 October 15SAAO 1.9 m (blue grating)900
2000 October 19–20SAAO 1.9 m (low-res blue, red)500, 500
2000 October 19–20SAAO 1.9 m (high-res blue, red)500, 500
2000 October 21–22SAAO 1.9 m (low-res blue, red)600, 900
2000 October 21–22SAAO 1.9 m (high-res blue, red)600, 600
2000 October 23–24SAAO 1.9 m (low-res blue, red)600, 900
2000 October 23–24SAAO 1.9 m (high-res blue, red)600, 600
Table 1.

UV, optical and X-ray observations utilized in this work.

WavebandObs. dateTelescope and instrumentTexp (s)Reference
X-ray2007 September 26Swift XRT1919Grupe et al. (2010)
2007 September 15Swift XRT22 569Grupe et al. (2010)
2007 May 15–16XMM–Newton EPIC pn45 058Dunn et al. (2010)
2007 May 15XMM–Newton EPIC MOS 1, 257 579, 58 848Dunn et al. (2010)
2006 November 01Swift XRT5769Grupe et al. (2010)
2006 September 21–22Swift XRT9759Grupe et al. (2010)
2001 October 31XMM–Newton EPIC pn9767
2001 October 31XMM–Newton EPIC MOS 1, 214 301, 14 304
2000 October 26XMM–Newton EPIC pn10 089
2000 October 26XMM–Newton EPIC MOS 1, 213 789, 13 791
1997 May 17ASCA GIS2, GIS319 960, 19 956Breeveld et al. (2001)
1993 April 21ROSAT PSPC4520Pounds et al. (1993), Puchnarewicz et al. (1995)
UV2004 July 07FUSE3299Dunn et al. (2010)
2002 September 24FUSE5534Dunn et al. (2010)
2002 September 24FUSE31 301Dunn et al. (2010)
1992 November 23IUE SWP10 799.8Dunn et al. (2006)
Optical2007 May 16SAAO 1.9 m (low-res blue, red)900
2006 August 29Danish 1.54 m DFOSC B, V, R180, 2×120, 60
2001 October 15SAAO 1.9 m (blue grating)900
2000 October 19–20SAAO 1.9 m (low-res blue, red)500, 500
2000 October 19–20SAAO 1.9 m (high-res blue, red)500, 500
2000 October 21–22SAAO 1.9 m (low-res blue, red)600, 900
2000 October 21–22SAAO 1.9 m (high-res blue, red)600, 600
2000 October 23–24SAAO 1.9 m (low-res blue, red)600, 900
2000 October 23–24SAAO 1.9 m (high-res blue, red)600, 600
WavebandObs. dateTelescope and instrumentTexp (s)Reference
X-ray2007 September 26Swift XRT1919Grupe et al. (2010)
2007 September 15Swift XRT22 569Grupe et al. (2010)
2007 May 15–16XMM–Newton EPIC pn45 058Dunn et al. (2010)
2007 May 15XMM–Newton EPIC MOS 1, 257 579, 58 848Dunn et al. (2010)
2006 November 01Swift XRT5769Grupe et al. (2010)
2006 September 21–22Swift XRT9759Grupe et al. (2010)
2001 October 31XMM–Newton EPIC pn9767
2001 October 31XMM–Newton EPIC MOS 1, 214 301, 14 304
2000 October 26XMM–Newton EPIC pn10 089
2000 October 26XMM–Newton EPIC MOS 1, 213 789, 13 791
1997 May 17ASCA GIS2, GIS319 960, 19 956Breeveld et al. (2001)
1993 April 21ROSAT PSPC4520Pounds et al. (1993), Puchnarewicz et al. (1995)
UV2004 July 07FUSE3299Dunn et al. (2010)
2002 September 24FUSE5534Dunn et al. (2010)
2002 September 24FUSE31 301Dunn et al. (2010)
1992 November 23IUE SWP10 799.8Dunn et al. (2006)
Optical2007 May 16SAAO 1.9 m (low-res blue, red)900
2006 August 29Danish 1.54 m DFOSC B, V, R180, 2×120, 60
2001 October 15SAAO 1.9 m (blue grating)900
2000 October 19–20SAAO 1.9 m (low-res blue, red)500, 500
2000 October 19–20SAAO 1.9 m (high-res blue, red)500, 500
2000 October 21–22SAAO 1.9 m (low-res blue, red)600, 900
2000 October 21–22SAAO 1.9 m (high-res blue, red)600, 600
2000 October 23–24SAAO 1.9 m (low-res blue, red)600, 900
2000 October 23–24SAAO 1.9 m (high-res blue, red)600, 600

The source was observed with the X-Ray Telescope (XRT; Burrows et al. 2005) on board Swift (Gehrels et al. 2004) on 2006 September 21–22, 2006 November 1 and on 2007 September 15 and 26 (Table 1). We obtained the extracted spectra from the UK Swift Science Data Centre,1 combining the two 2007 observations into a single spectrum following the procedures of Evans et al. (2009). Data were processed with the Swift software version 3.9 using caldb 3.9.

All X-ray spectra were grouped such that a minimum of 20 counts fell in each bin, and we used the energy range 0.3–10 keV for analysis of XMM–Newton and Swift X-ray spectra.

Optical

A bright star (ϵ Gru with V ∼ 3.5) is located close (∼9.1 arcmin) to the AGN, which made observations with the XMM–Newton Optical Monitor and the Swift UV Optical Telescope impossible. Observations were, however, possible with ground-based telescopes, listed in Table 1.

RE J2248−511 was observed on 2000 October 19–24, 2001 October 15 and 2007 May 16 using the SAAO 1.9-m Radcliffe telescope with the grating spectrograph and SITe CCD. These observations coincide with the XMM–Newton observations to within 2–6 d in 2000, 2.5 weeks in 2001 and 2 d in 2007. Spectra were taken using both a narrow slit (∼1.8 arcsec) and a much wider slit, with overlapping blue (#7) and red (#8) gratings (λcentral = 4600, 7800 Å) in 2000 and 2007. Only the blue grating was used in 2001. Exposure times ranged from 500 to 900 s per spectrum. Arc spectra were taken before and after every target and every standard spectrum using a CuAr lamp. The standard star LTT 9239 was observed for flux calibration of RE J2248−511. Spectra were reduced using standard tools within iraf. In 2000 spectra were obtained on three separate nights and under variable weather conditions, during which no appreciable variability is seen. For continuum measurement and SEDs in 2000 October we use the spectra on 21st–22nd which were taken under the best seeing conditions. We use the wide-slit data for SED modelling and the narrow-slit data for spectral line measurements.

We observed RE J2248−511 on 2006 August 29 with the Danish 1.5-m telescope at La Silla, using the Danish Faint Object Spectrograph and Camera (DFOSC) instrument for optical photometry. These observations lie within 3 weeks of the first Swift pointing. The following filters and exposure times were used: 180 s in B, 2 × 120 s in V and 60 s in R. We chose the position of the AGN on the chip of DFOSC and the timing of the observations such that the bright star ϵ Gru is off the chip and diffraction spikes are not affecting the AGN. The data were reduced using standard procedures in iraf, using sky flats and bias frames taken at the end of the night. Photometric calibrations of the B and V data were performed using magnitudes of field stars from the AAVSO Photometric All-Sky Survey (APASS)2 Data Release 6. To calibrate the R band we used a transformation of APASS Sloan r and i magnitudes to R following Jordi, Grebel & Ammon (2006). We find the following magnitudes: B = 15.55 ± 0.07, V = 15.45 ± 0.05 and R = 15.29 ± 0.06, approximately equivalent to (3.9 ± 0.3, 2.3 ± 0.1, 1.46 ± 0.08) × 10−15 erg cm−2 s−1 Å−1, respectively.

THE BLACK HOLE MASS

The optical spectra show strong emission lines from Hα, β, γ, δ, [O ii], [O iii], [N ii] and [Ne iii]. For this work we concentrate on the continuum and hydrogen line fits, in order to estimate the black hole mass. Optical spectral fitting was done with both the starlink DIPSO v3.6 spectral fitting package and iraf. The continuum under each line was approximated by a first-order polynomial in the immediate vicinity of the line blend, Gaussian profiles were assumed for the line profiles and a least squares procedure was used to minimize the residuals of the fit. Both Hα and Hβ were best fitted with three Gaussians representing narrow, intermediate and broad components (e.g. Fig. 1). Towards the blue end of the spectrum the noise increased and the weaker broad lines of Hγ and Hδ required only double and single Gaussian components, respectively. The positions of the line centres indicate a redshift of z = 0.1015 ± 0.0010, consistent with the best published measurement of z = 0.1016 ± 0.0001 (Dunn et al. 2008).

Fit to the observed Hβ profile during the 2000 October observations at SAAO.
Figure 1.

Fit to the observed Hβ profile during the 2000 October observations at SAAO.

We use the Hβ broad-line width (Table 2 and Fig. 1) together with either the luminosity from narrow-slit spectroscopy in 2000 October or the continuum flux at 5100 Å (rest frame) of 1.36 × 10−15 erg cm−2 s−1 Å−1 measured in the 2000 October 21/22 wide-slit data to estimate the black hole mass. To convert flux to luminosity we used ΩM = 0.27 and H0 = 71 km s−1 Mpc−1. We follow the methods of Vestergaard & Peterson (2006, their section 3.4) for black hole mass estimation, with both equations resulting in estimates of log MBH = 8.1.

Table 2.

Hβ line fit in 2000 October, requiring three Gaussian components. All quantities are given in the observed frame, and errors are statistical only.

λcentralAmplitudeFWHMFWHM
(Å)(erg cm−2 s−1 Å−1)(Å)(km s−1)
5356.2 ± 0.2(2.32 ± 0.23) × 10−156.4 ± 0.7358 ± 40
5350.8 ± 1.7(8.03 ± 1.8) × 10−1613.7 ± 3.1768 ± 174
5355.3 ± 0.5(2.59 ± 0.06) × 10−1564.6 ± 0.93619 ± 51
λcentralAmplitudeFWHMFWHM
(Å)(erg cm−2 s−1 Å−1)(Å)(km s−1)
5356.2 ± 0.2(2.32 ± 0.23) × 10−156.4 ± 0.7358 ± 40
5350.8 ± 1.7(8.03 ± 1.8) × 10−1613.7 ± 3.1768 ± 174
5355.3 ± 0.5(2.59 ± 0.06) × 10−1564.6 ± 0.93619 ± 51
Table 2.

Hβ line fit in 2000 October, requiring three Gaussian components. All quantities are given in the observed frame, and errors are statistical only.

λcentralAmplitudeFWHMFWHM
(Å)(erg cm−2 s−1 Å−1)(Å)(km s−1)
5356.2 ± 0.2(2.32 ± 0.23) × 10−156.4 ± 0.7358 ± 40
5350.8 ± 1.7(8.03 ± 1.8) × 10−1613.7 ± 3.1768 ± 174
5355.3 ± 0.5(2.59 ± 0.06) × 10−1564.6 ± 0.93619 ± 51
λcentralAmplitudeFWHMFWHM
(Å)(erg cm−2 s−1 Å−1)(Å)(km s−1)
5356.2 ± 0.2(2.32 ± 0.23) × 10−156.4 ± 0.7358 ± 40
5350.8 ± 1.7(8.03 ± 1.8) × 10−1613.7 ± 3.1768 ± 174
5355.3 ± 0.5(2.59 ± 0.06) × 10−1564.6 ± 0.93619 ± 51

SPECTRAL MODELLING

We combined the optical information with the X-ray data for our four quasi-simultaneous epochs. We removed the emission lines from the optical spectra and fitted the continua with a double power law which we use in the broad-band fits (e.g. Vanden Berk et al. 2001). All modelling is performed in the X-ray spectral fitting package xspec (Arnaud 1996). We use abundances from Wilms, Allen & McCray (2000) and the cross-sections of Verner et al. (1996). We fixed Galactic (z = 0) X-ray absorption to 9.43 × 1019 cm−2 (LAB H i Survey; Kalberla et al. 2005), and set reddening to 1.7 × NH, Gal/1022 (Bessell 1991) as employed in J12a (and references therein). We note that NH, Gal does not change significantly with respect to the LAB value when using the new method of Willingale et al. (2013), but is lower than the value of 1.4 × 1020 cm−2 used in the earlier X-ray studies (Puchnarewicz et al. 1995; Breeveld et al. 2001).

For the epochs 2000 and 2001, we fitted the X-ray data with a simple absorbed power law plus blackbody model with all parameters excepting redshift and Galactic absorption free. This provided a good fit to the overall shape of the spectra, so a constant factor was included for the MOS spectra to determine the offsets between the XMM–Newton EPIC pn and MOS. These could then be fixed in more complex physical modelling to 1.09 (MOS1), 1.11 (MOS2) in 2000 and 1.06 (MOS1), 1.05 (MOS2) in 2001. The same procedure was carried out for the 2007 X-ray data, but a further two blackbodies were introduced in order to adequately reproduce the spectral shape: the Swift XRT spectrum did not require an offset, MOS1 was set to 1.02 and MOS2 to 1.01 with respect to pn. We did not allow offsets of the optical data with respect to the X-ray data. Clearly, a combination of multiple power laws and blackbodies is sufficient to describe the spectral shape at all epochs, but this is not a physically motivated model. We therefore go on to model each epoch in turn with more viable models for the emission mechanisms in AGN, which are necessarily more complex. All plots are shown in the observer frame.

Epoch 2001

We began by modelling the SED taken in 2001, when the source flux was at its highest. The data at this epoch comprise XMM–Newton EPIC pn and MOS, and optical spectroscopy in the blue grating of the 1.9-m Radcliffe telescope.

We adopted the physical model optxagnf of D12. This comprises a colour–temperature corrected accretion disc spectrum with Comptonization of both low temperature optically thick disc material and high temperature optically thin material in a corona. Black hole mass was fixed at 108.1 M from the Hβ broad-line measurement (Section 3), and distance fixed at z = 0.1015, again as measured from the optical spectra. We also fixed the black hole spin to zero and outer disc radius to 105Rg. In addition to the fixed Galactic column, we allowed for an intrinsic absorber (tbabs; Wilms et al. 2000) and correlated reddening E(B − V)int = 1.7 × NH, int/1022 (Bessell 1991).

Fitting this model to the data using χ2 minimization we found the best-fitting power-law slope to be Γ = 1.87. The resulting black hole accretion rate was L/LEdd = 0.27 (resulting in χ2/ν = 1172/1058). The parameters resulting from this fit are very similar to those of one of the mean AGN spectra presented in J12a, Jin, Ward & Done (2012b) and D12 in which 〈M/M〉 ∼ 108 and 〈L/LEdd〉 ∼ 0.2. Our measured L/LEdd is consistent with that measured by Grupe et al. (2010) from Swift data alone and using different models. Remarkably, no intrinsic absorption was required at all.

At energies above 2 keV, where our data are less constraining, this model assumes a pure power law. Many AGN are, however, well fitted with reflection off the disc above 2 keV, so we went on to include a reflection component with the pexmonxspec routine (Magdziarz & Zdziarski 1995). We assumed fixed solid angle Ω/2π = 1, inclination angle 30° and Γ tied to the photon index of the disc+Comptonization model, using rdblur (based on Fabian et al. 1989) with Rin = 15 Rg to smear the Fe Kα line since no narrow emission lines are apparent at this epoch. The total disc+Comptonization+reflection model is a good representation of the broad-band data (χ2/ν = 1156/1058), again with no measurable intrinsic neutral absorption. The power-law photon index steepens a little from Γ = 1.87 to 2.07 when reflection is included, while the soft X-ray components and inferred accretion rate remain approximately the same (L/LEdd = 0.25). The Comptonization component responsible for the soft X-ray excess here is optically thick. Both models and their contributing components are shown in Fig. 2, and the data are shown with these models in Fig. 3. The best fits for both models are listed in Table 3. These can be compared with table 3 of D12, and appear to be similar to their mean AGN model M2.

The colour–temperature corrected accretion disc plus Comptonization models (optxagnf, left) and including reflection (optxagnf+(rdblur*pexmon), right), which we applied to the SEDs. The black curves show the total unabsorbed model from the best fit to the epoch 2001 SED; red curves show the disc component; green curves show the soft X-ray Compton component; blue curves show the hard X-ray Compton component; the orange curve shows the rdblur*pexmon reflection component (which includes an Fe line, visible here only in the total spectrum). The y-axis is in units keV2 photons cm−2 s−1 keV−1.
Figure 2.

The colour–temperature corrected accretion disc plus Comptonization models (optxagnf, left) and including reflection (optxagnf+(rdblur*pexmon), right), which we applied to the SEDs. The black curves show the total unabsorbed model from the best fit to the epoch 2001 SED; red curves show the disc component; green curves show the soft X-ray Compton component; blue curves show the hard X-ray Compton component; the orange curve shows the rdblur*pexmon reflection component (which includes an Fe line, visible here only in the total spectrum). The y-axis is in units keV2 photons cm−2 s−1 keV−1.

Unabsorbed SED at 2001 October (black points optical+pn, blue points MOS1, grey points MOS2), with the colour–temperature corrected accretion disc spectrum with Comptonization, optxagnf (red curve), and including reflection, optxagnf+(rdblur*pexmon) (green curve). The y-axis is in units keV2 photons cm−2 s−1 keV−1 and energies are in the observer frame.
Figure 3.

Unabsorbed SED at 2001 October (black points optical+pn, blue points MOS1, grey points MOS2), with the colour–temperature corrected accretion disc spectrum with Comptonization, optxagnf (red curve), and including reflection, optxagnf+(rdblur*pexmon) (green curve). The y-axis is in units keV2 photons cm−2 s−1 keV−1 and energies are in the observer frame.

Table 3.

Overview of the best-fitting optxagnf[+(rdblur*pexmon)] SED model parameters for epoch 2001. Not listed are the fixed (frozen) parameters z = 0.1015, M = 108.1 M, dl = 462.1 Mpc, NH, Gal = 9.43 × 1019 cm−2, E(B − V)Gal = 0.016 = 1.7 × NH, int/1022 mag. The large number of free parameters relative to data points here makes obtaining explicit error bars on each parameter a difficulty, therefore, we do not present errors here but the uncertainties can be seen, in the broad sense, by comparison of the two models we have fitted.

ModelParameterUnitoptxagnfoptxagnf+(rdblur*pexmon)
zTBabsNH1020 cm−200
zreddenE(BV)=1.7|$\frac{N_{\rm H}}{10^{22}}$| mag00
rdblurIndex3 fixed
rdblurRinRg15 fixed
rdblurRoutRg400 fixed
rdblurIncldeg30 fixed
pexmonΓ★2.07a
pexmonEfoldkeV1000 fixed
pexmonrel_refl−1 fixed (|R| = 1)
pexmonabund1 fixed
pexmonFe_abund1 fixed
pexmonIncldeg30 fixed
pexmonnorm0.002 fixed
optxagnflog(L/LEdd)−0.57−0.61
optxagnfastar0 fixed0 fixed
optxagnfRcorRg3433
optxagnflog(Rout)Rg5.0 fixed5.0 fixed
optxagnfkTekeV0.280.21
optxagnfτ1315
optxagnfΓ1.872.07a
optxagnffpl0.300.36
optxagnfnorm1.0 fixed1.0 fixed
χ21172/10581156/1058
ModelParameterUnitoptxagnfoptxagnf+(rdblur*pexmon)
zTBabsNH1020 cm−200
zreddenE(BV)=1.7|$\frac{N_{\rm H}}{10^{22}}$| mag00
rdblurIndex3 fixed
rdblurRinRg15 fixed
rdblurRoutRg400 fixed
rdblurIncldeg30 fixed
pexmonΓ★2.07a
pexmonEfoldkeV1000 fixed
pexmonrel_refl−1 fixed (|R| = 1)
pexmonabund1 fixed
pexmonFe_abund1 fixed
pexmonIncldeg30 fixed
pexmonnorm0.002 fixed
optxagnflog(L/LEdd)−0.57−0.61
optxagnfastar0 fixed0 fixed
optxagnfRcorRg3433
optxagnflog(Rout)Rg5.0 fixed5.0 fixed
optxagnfkTekeV0.280.21
optxagnfτ1315
optxagnfΓ1.872.07a
optxagnffpl0.300.36
optxagnfnorm1.0 fixed1.0 fixed
χ21172/10581156/1058

aThe two photon indices were tied between optxagnf and pexmon.

Table 3.

Overview of the best-fitting optxagnf[+(rdblur*pexmon)] SED model parameters for epoch 2001. Not listed are the fixed (frozen) parameters z = 0.1015, M = 108.1 M, dl = 462.1 Mpc, NH, Gal = 9.43 × 1019 cm−2, E(B − V)Gal = 0.016 = 1.7 × NH, int/1022 mag. The large number of free parameters relative to data points here makes obtaining explicit error bars on each parameter a difficulty, therefore, we do not present errors here but the uncertainties can be seen, in the broad sense, by comparison of the two models we have fitted.

ModelParameterUnitoptxagnfoptxagnf+(rdblur*pexmon)
zTBabsNH1020 cm−200
zreddenE(BV)=1.7|$\frac{N_{\rm H}}{10^{22}}$| mag00
rdblurIndex3 fixed
rdblurRinRg15 fixed
rdblurRoutRg400 fixed
rdblurIncldeg30 fixed
pexmonΓ★2.07a
pexmonEfoldkeV1000 fixed
pexmonrel_refl−1 fixed (|R| = 1)
pexmonabund1 fixed
pexmonFe_abund1 fixed
pexmonIncldeg30 fixed
pexmonnorm0.002 fixed
optxagnflog(L/LEdd)−0.57−0.61
optxagnfastar0 fixed0 fixed
optxagnfRcorRg3433
optxagnflog(Rout)Rg5.0 fixed5.0 fixed
optxagnfkTekeV0.280.21
optxagnfτ1315
optxagnfΓ1.872.07a
optxagnffpl0.300.36
optxagnfnorm1.0 fixed1.0 fixed
χ21172/10581156/1058
ModelParameterUnitoptxagnfoptxagnf+(rdblur*pexmon)
zTBabsNH1020 cm−200
zreddenE(BV)=1.7|$\frac{N_{\rm H}}{10^{22}}$| mag00
rdblurIndex3 fixed
rdblurRinRg15 fixed
rdblurRoutRg400 fixed
rdblurIncldeg30 fixed
pexmonΓ★2.07a
pexmonEfoldkeV1000 fixed
pexmonrel_refl−1 fixed (|R| = 1)
pexmonabund1 fixed
pexmonFe_abund1 fixed
pexmonIncldeg30 fixed
pexmonnorm0.002 fixed
optxagnflog(L/LEdd)−0.57−0.61
optxagnfastar0 fixed0 fixed
optxagnfRcorRg3433
optxagnflog(Rout)Rg5.0 fixed5.0 fixed
optxagnfkTekeV0.280.21
optxagnfτ1315
optxagnfΓ1.872.07a
optxagnffpl0.300.36
optxagnfnorm1.0 fixed1.0 fixed
χ21172/10581156/1058

aThe two photon indices were tied between optxagnf and pexmon.

Table 4.

Intrinsic absorption required at epoch 2007, in addition to the optxagnf+(rdblur*pexmon) model parameters best-fitting at epoch 2001 (listed in Table 3).

ModelParameterUnitValue
zTBabsNH1020 cm−21.0
zreddenE(BV)=1.7|$\frac{N_{\rm H}}{10^{22}}$| mag0.11
pcfabsNH1022 cm−25.8
pcfabsfcov0.4
χ23038/2049
ModelParameterUnitValue
zTBabsNH1020 cm−21.0
zreddenE(BV)=1.7|$\frac{N_{\rm H}}{10^{22}}$| mag0.11
pcfabsNH1022 cm−25.8
pcfabsfcov0.4
χ23038/2049
Table 4.

Intrinsic absorption required at epoch 2007, in addition to the optxagnf+(rdblur*pexmon) model parameters best-fitting at epoch 2001 (listed in Table 3).

ModelParameterUnitValue
zTBabsNH1020 cm−21.0
zreddenE(BV)=1.7|$\frac{N_{\rm H}}{10^{22}}$| mag0.11
pcfabsNH1022 cm−25.8
pcfabsfcov0.4
χ23038/2049
ModelParameterUnitValue
zTBabsNH1020 cm−21.0
zreddenE(BV)=1.7|$\frac{N_{\rm H}}{10^{22}}$| mag0.11
pcfabsNH1022 cm−25.8
pcfabsfcov0.4
χ23038/2049

We note that while we have no reason for allowing an offset between the optical and X-ray, if we do that no dramatic changes in the remaining free parameters are required and we obtain a comparable fit statistic. The optical constant factor goes to 0.8.

The distinction between these models lies primarily above a few tens of keV. The 15–50 keV Swift BAT data do not show any detection, even in the averaged flux considered for the BAT Survey (Baumgartner et al. 2013). The upper limit on its 70-month averaged flux is approximately 1 mCrab, which does not allow discrimination between these models. To extend the energy coverage towards the peak of the νFν SED we overplotted the archival ROSAT Position Sensitive Proportional Counters (PSPC) spectrum (Puchnarewicz et al. 1995; Breeveld et al. 2001), and de-absorbed this according to the 2001 spectrum with extrapolation using our optxagnf model (Fig. 4). The soft X-ray spectrum in the PSPC data shows that the source had a strong soft excess in 1993 which is consistent with the 2001 data (it appears a little softer, which has been noted previously for PSPC spectra – see section 2.3.1 of Breeveld et al. 2001 for further details). We also estimated the approximate UV continuum flux in the IUE SWP (taken in 1992; Dunn et al. 2006) and combined FUSE (taken in 2002–2004; Dunn et al. 2010) observations using published spectra, and de-absorbed these using the LAB Survey Galactic value. Both are consistent with a UV spectrum rising to shorter wavelengths (within the 10 per cent errors we have assumed in Fig. 4), but we caution that source flux estimation in the UV is heavily absorption-model dependent.

Unabsorbed SED at 2001 October (black points, showing optical and EPIC pn only for clarity), with the two possible models. We overplot the archival unabsorbed spectrum from ROSAT PSPC (grey) and the approximate continuum fluxes observed with IUE (orange) and FUSE (blue) assuming 10 per cent errors on each. The y-axis is in units keV2 photons cm−2 s−1 keV−1.
Figure 4.

Unabsorbed SED at 2001 October (black points, showing optical and EPIC pn only for clarity), with the two possible models. We overplot the archival unabsorbed spectrum from ROSAT PSPC (grey) and the approximate continuum fluxes observed with IUE (orange) and FUSE (blue) assuming 10 per cent errors on each. The y-axis is in units keV2 photons cm−2 s−1 keV−1.

We note that Puchnarewicz et al. (1995) performed SED fitting of the 1993 PSPC spectrum with the ROSAT Wide Field Camera (WFC) point and an optical spectrum taken 2 yr previously with the SAAO 1.9-m Radcliffe telescope, and also found an optical continuum rising to the blue and forming a big blue bump with the soft X-ray data.

Our model gives a monochromatic, unabsorbed luminosity at 200 eV of log L(200) = 45.06, somewhat lower than the WFC luminosity of log L(200) = 45.61 (Edelson et al. 1999). Some of this discrepancy is due to the larger Galactic absorption column used (1.4 × 1020 compared to our 0.93 × 1020 cm−2; Edelson et al. 1999). However, this only increases our log L(200) to 45.22, so there may be some intrinsic variability such that the source was brighter during the WFC survey than in our data set.

Epoch 2000

The model parameters which describe the epoch 2001 SED are also a reasonable representation of the epoch 2000 SED (comprising EPIC pn, MOS1+2 and optical spectra), as shown in Fig. 5. We do, however, have a small flux deficit in optical and soft X-rays (Fig. 6), and this can be accounted for most simply by additional intrinsic X-ray absorption (using tbabs) of NH = 1 × 1020 cm−2, and additional intrinsic optical reddening of E(B − V) = 0.07 mag. The resulting fit statistic for the optxagnf model is χ2/ν = 1307/1071, and we note that to achieve this fit we untied the optical extinction and it converged at a value much greater than 1.7 NH. The key point here is that it is possible to keep the same continuum as seen in 2001, and change only the absorption to describe the 2000 SED. We also tried fixing all parameters but the power-law photon index and we obtain a good fit to the X-ray data with a flatter Γ = 1.81, while the optical data are still overpredicted by the model and additional reddening must be included.

SED of October 2000 (black, blue and grey points for pn+optical, MOS1 and MOS2) with the epoch 2001 models overlaid (solid red and green lines as before). The y-axis is in units keV2 photons cm−2 s−1 keV−1.
Figure 5.

SED of October 2000 (black, blue and grey points for pn+optical, MOS1 and MOS2) with the epoch 2001 models overlaid (solid red and green lines as before). The y-axis is in units keV2 photons cm−2 s−1 keV−1.

Ratio of the SEDs in October 2000 (black) and May 2007 (red) to the 2001 Model 1. For clarity we plot only the rebinned EPIC pn+optical data.
Figure 6.

Ratio of the SEDs in October 2000 (black) and May 2007 (red) to the 2001 Model 1. For clarity we plot only the rebinned EPIC pn+optical data.

Epoch 2007

A simple overlay of the models adopted for the 2001 epoch is a poor description of the SED in 2007 (comprising EPIC pn, MOS1+2, Swift XRT and optical data), as can be seen in Fig. 7. An event must have occurred that suppressed both the bluemost optical and soft X-ray flux, yet left the hard (>5 keV) X-ray and redmost optical flux unaltered. The sharp features seen in residuals are strongly suggestive of absorption (Figs 6 and 7).

SED of May 2007 (black points) with the epoch 2001 optxagnf+(rdblur*pexmon) model overlaid (solid green line). For clarity we plot only the rebinned EPIC pn+optical data and y-axis is in units keV2 photons cm−2 s−1 keV−1.
Figure 7.

SED of May 2007 (black points) with the epoch 2001 optxagnf+(rdblur*pexmon) model overlaid (solid green line). For clarity we plot only the rebinned EPIC pn+optical data and y-axis is in units keV2 photons cm−2 s−1 keV−1.

The 2007 XMM–Newton observation was the longest X-ray observation of RE J2248−511 with exposure of almost 60 ks. In these data an Fe line is detected, and fitting a Gaussian we measure an observed line centre of 5.82 ± 0.04 keV (i.e. rest frame 6.4 keV) and line width σ ≤ 0.15 keV as shown in Fig. 8. This leads us to prefer a model for the continuum which includes reflection.

Left: data (upper panel) and data to model ratio (lower panel) for the 2.5–9.5 keV XMM data from 2007. A power-law model and the pn data are shown in black, MOS1 in blue and MOS2 in grey. An excess at the expected energy of an Fe line is apparent. Right: contour plot showing the 68, 90 and 99 per cent confidence contours on the observed Gaussian line energy and width sigma.
Figure 8.

Left: data (upper panel) and data to model ratio (lower panel) for the 2.5–9.5 keV XMM data from 2007. A power-law model and the pn data are shown in black, MOS1 in blue and MOS2 in grey. An excess at the expected energy of an Fe line is apparent. Right: contour plot showing the 68, 90 and 99 per cent confidence contours on the observed Gaussian line energy and width sigma.

Maintaining the same underlying disc+Comptonization+reflection continuum, and fitting for additional intrinsic neutral absorption (tbabs) and reddening (E(B − V)) did not result in an acceptable fit and the SED shape was not well fitted (χ2/ν = 147538/2049). We then added a partial covering neutral absorber, pcfabs, and left E(B − V) and tbabsNH at the source free to vary independently, and obtained a much improved fit. The resulting partial covering column density required was NH = 5.8 × 1022 cm−2 with covering fraction, fcov, 0.4, and the neutral, fully covering absorbing column remained small (see Table 4). This was the simplest absorption model that could explain the large drop in optical to soft X-ray flux between 2001 and 2007, although it is likely that any absorption is far more complex in nature. Replacing the fully covering neutral absorber with an ionized absorber we found that the depth of the Fe unresolved transition array (e.g. Sako et al. 2001) was greatly overpredicted.

We examined data from the high resolution XMM–Newton Reflection Grating Spectrometer to shed further light on the details of the X-ray absorber. Unfortunately, there was insufficient signal to measure any spectral features.

Epoch 2006

We fitted the 2006 September–November SED last because neither XMM–Newton data nor optical spectroscopy were available. The Swift XRT X-ray spectrum is similar in shape to that of 2007 with some small increase in flux (Fig. 9). We can therefore confirm that the strong X-ray absorption seen in 2007 was also present in 2006, to a lesser extent. The X-ray data are not of sufficient signal-to-noise ratio to discriminate between differing models, however, nor to extract details of either the continuum or the absorption model.

Ratio of the SEDs in 2000 October (black, pn+optical), 2007 May (red, pn+optical), 2007 September (pink, Swift XRT), 2006 September–November (grey, XRT+optical) and 1997 (blue, ASCA GIS) to the best-fitting 2001 optxagnf model.
Figure 9.

Ratio of the SEDs in 2000 October (black, pn+optical), 2007 May (red, pn+optical), 2007 September (pink, Swift XRT), 2006 September–November (grey, XRT+optical) and 1997 (blue, ASCA GIS) to the best-fitting 2001 optxagnf model.

The optical photometry, reported in Section 2, includes a contribution from the emission lines. We estimated and removed the line contributions using previous optical spectra. The resulting B- and V-band fluxes are higher than measured in 2007 via spectroscopy, while the R-band flux is approximately the same. When plotted with the X-ray data in νFν space the optical continuum shows little deviation from the 2001 model in contrast to the X-ray spectrum at this epoch (Fig. 9), but we caution that the errors may be underestimated if there are significant systematic uncertainties.

Finally, we overplotted the archival ASCA Gas Imaging Spectrometer (GIS) spectra (Breeveld et al. 2001) taken in 1997, and find that these lie between the 2001 and 2007 spectra examined here (Fig. 9).

Long-term variability: summary of all epochs

These data allow the long-term spectral shape to be assessed at six epochs between 1992 and 2007. In 1993, the ROSAT spectrum agrees well with our model for the 2000 and 2001 data, as do the 1992 IUE and 2002–2004 average FUSE continua (with the caveat of strong absorption model dependency), suggesting the source was not significantly absorbed at these epochs. The ASCA spectra, taken in 1997, cover the portion of the spectrum dominated by Compton upscattering and reflection in our model. The fit residuals show a decline towards softer energies when compared with the 2001 model. In particular the lowest GIS energy bins covering 0.7–1.0 keV show 0.65–0.8 times the flux seen in 2001, but this is not conclusive and without coverage of soft X-ray or optical/UV regimes we cannot infer the presence or absence of absorption. In 2006 the XRT spectrum lies below the 2001 data, and we can infer that absorption is present when assuming the 2001 best-fitting model. In 2007 the XRT, EPIC and optical spectra show a large deficit in flux below 5 keV which we interpret as absorption.

DISCUSSION

The optical to X-ray SED of RE J2248−511 can be well represented by a colour–temperature corrected accretion disc spectrum with Comptonization of both low temperature optically thick disc material and high temperature optically thin material in a corona, plus a reflection component which is evident above 5 keV. In 2000–2001 little or no intrinsic absorption is required. The detection of this object in the FUV by the ROSAT WFC similarly requires that there was little or no intrinsic absorption at this epoch (1990) also.

However, the spectrum dramatically altered over the space of 5 yr in the soft X-ray and optical/UV, displaying a reduction in flux in both optical and X-ray, strongly suggestive of absorption. Indeed, additional fully and partially covering neutral absorbers plus additional reddening are able to explain the difference in SED shape seen in 2006–2007 whilst preserving the underlying continuum as seen in 2000–2001.

We know from detailed spectroscopic UV observations with IUE, FUSE and Hubble Space Telescope (HST) Cosmic Origins Spectrograph (COS) that complex absorbers exist in this system (Dunn et al. 2006, 2008, 2010; Borguet et al. 2012). These appear to lie at extremely large distances (9–15 kpc from the AGN), i.e. out into the halo of the host galaxy, so they possibly represent a galactic wind. Thus their density is extremely low, so they cannot vary in response to the changing illumination from the AGN, and indeed these are observed to remain constant.

The X-ray absorption we find here went unnoticed in the aforementioned work by Dunn et al. (2010). These authors looked only at the 2007 XMM–Newton spectrum, and were therefore unable to detect variability in the spectral shape and model any constant, underlying continuum. They concluded the X-ray spectrum was not absorbed, and compared this with the FUSE UV spectra taken in 2002 and 2004 which show evidence for significant absorption. From this they suggested that the source does not follow the 1:1 correspondence between UV and X-ray absorption claimed for low-redshift AGN (Crenshaw et al. 1999; Kriss 2006). Our findings show, however, that RE J2248−511 is strongly absorbed in the optical/UV to X-rays at some epochs and indeed these appear to be partially correlated.

A plausible scenario is that an absorbing cloud (system) crossed into our line-of-sight to the central AGN between 2005 and 2007, dramatically altering the optical to X-ray SED. The neutral X-ray absorber required an increase in column density of ∼1020 cm−2, plus ∼0.3 mag of optical extinction (AV), while an additional 40 per cent partially covering X-ray absorber was invoked, with a large column of ∼5 × 1022 cm−2 if neutral. This could be the onset of a new outflow, or a discrete episode of mass ejection. It is possible that a similar event occurred around 1997 as viewed by ASCA (Breeveld et al. 2001), or at least occurred sometime in between the epochs of 1993 and 2000 when strong soft excesses are clearly present; this is possibly also the case in 1992 when a flat optical continuum was noted (Mason et al. 1995) in contrast both to the bluer spectrum observed in 1991 (Grupe et al. 1998, 1999) and large soft X-ray excess seen with ROSAT in 1993 (Puchnarewicz et al. 1995, see also Breeveld et al. 2001).

To put RE J2248−511 in the wider context, we compare it to sources among the similarly analysed sample presented in J12a and Jin, Ward & Done 2012b,c. J12a took an X-ray/optically selected sample of unobscured XMM–SDSS Type I AGN, and modelled the SEDs with optxagnf as we have done here. Their sample contained 51 AGN, among which ∼20 per cent were NLS1. They concluded that these AGN could be carved up into three SED types and they reported the main parameters for each. The 2001 SED for RE J2248−511 is entirely consistent with their mean SED which has 〈M/M〉 ∼ 108, 〈L/LEdd〉 ∼ 0.2, 〈Rcor〉 ∼ 40, 〈kTe〉 ∼ 0.3, 〈τ〉 ∼ 13, 〈Γ〉 ∼ 1.87 and 〈fpl〉 ∼ 0.3. The Eddington fraction is perhaps the most likely parameter to be driving the spectral shape, and while NLS1s are around Eddington in most samples, we find a value of L/LEdd ∼ 0.25–0.27, confirming RE J2248−511 as a typical BLS1s (e.g. Vasudevan & Fabian 2009; Grupe et al. 2010; J12a).

RE J2248−511 lies in a direction of low Galactic absorption. Combined with the total lack of measurable intrinsic absorption and reddening, this means we are seeing the AGN through a ‘hole’ in the Galactic and host galaxy column density. The continuum flux, which peaks at EUV energies, arrives uninhibited and as a consequence RE J2248−511 appears in EUV-selected samples. Given the very typical BLS1 continuum model parameters we obtain when fitting the non-absorbed epoch SEDs, this explanation is very attractive. This suggestion was originally made by Puchnarewicz et al. (1995), but with the potential for such dramatic changes caused by absorption alone, it is only with multi-epoch, multiwavelength data that we can now confirm this. The ROSAT WFC Extragalactic Survey AGN sample (Edelson et al. 1999) in which RE J2248−511 was catalogued, contains four to five AGN among the sample of 19 (including BL Lacs) with Galactic columns <1020 cm−2. The low intrinsic column and ROSAT WFC, IUE and FUSE detections show that there can be a high escape fraction for EUV and FUV photons from such AGN, which can be important for the AGN contribution to reionization of the Universe, both in terms of hydrogen and helium.

In summary, RE J2248−511 is a high black hole mass, broad-lined AGN in the local Universe, with an Eddington ratio similar to broad-lined quasars. Our modelling demonstrates that this spectral shape can be accommodated with a colour–temperature corrected accretion disc spectrum with Comptonization of both low temperature optically thick disc material and high temperature optically thin material in a corona, plus a reflection component. On time-scales of a few years the soft excess shows dramatic variability, which can be readily explained by the onset of absorption from both fully and partially covering material. We conclude that rather than an unusual, ultrasoft AGN which defies classification, RE J2248−511 is in fact a typical BLS1 that is fortuitously viewed through a ‘hole’ in the line-of-sight column density.

RLCS acknowledges financial support from a Royal Society Dorothy Hodgkin Fellowship. We thank Jens Hjorth and Johan Fynbo for generously giving us observing time at the Danish Telescope, and Francois van Wyk for assistance during our first observing run at SAAO. We thank Hans Krimm and Wayne Baumgartner for assistance with the Swift BAT data, and Steve Sembay and Roberto Soria for useful discussions. KW acknowledges support from STFC. KLP acknowledges support from UKSA. This work is based on observations obtained with XMM–Newton, an ESA science mission with instruments and contributions directly funded by ESA Member States and the USA (NASA). This work made use of data supplied by the UK Swift Science Data Centre at the University of Leicester, and data provided by the High Energy Astrophysics Science Archive Research Center (HEASARC), which is a service of the Astrophysics Science Division at NASA/GSFC and the High Energy Astrophysics Division of the Smithsonian Astrophysical Observatory. This paper uses observations made at the South African Astronomical Observatory (SAAO). We acknowledge use of the AAVSO Photometric All-Sky Survey (APASS), funded by the Robert Martin Ayers Sciences Fund. Image Reduction and Analysis Facility (iraf) is distributed by the National Optical Astronomy Observatories, which are operated by AURA, Inc., under cooperative agreement with the National Science Foundation.

We dedicate this work to the memory of Liz Puchnarewicz, who brought this source to the fore and inspired its further study.

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