Discovery of an Orbital Period in IGR J18450‐0435 1 1 1 M. E. Goossens , A. J. Bird , S.P. Drave 1 School of Physics and Astronomy, University of Southampton, Highfield, SO17 1BJ, UK Abstract and IntroducAon The source IGR J18450‐0435 was first discovered by INTEGRAL during a survey of the SagiTarius arm tangent region carried out in spring 2003 (Molkov et al. 2004). In 2006 Halpern et al. (2006) noted that the flaring ASCA source AX J1845.0‐0433 and IGR J18450‐0435 are likely to be the same object. This was later confirmed by Sguera et al. (2006) sta^ng that the op^cal counterpart of AX J1845.0‐0433 is located 0.5’ from the ISGRI posi^on of IGR J18450‐0435. AX J1845.0‐0433 was first discovered during an ASCA observa^on in 1993 undergoing several short flares of X‐ray ac^vity (Yamauchi et al. 1995). In 1996, Coe et al. (1996) reported observa^ons that determined the counterpart of AX J1845.0‐0433 as a 09.5I supergiant star. The fast X‐ray transient behaviour as well as its associa^on with a supergiant star suggests that IGR J18450‐0435 is a member of the HMXB subclass of supergiant fast X‐ray transients (SFXTs) (Negueruela et al. 2005). The most recent outburst ac^vity from IGR J18450‐0435 was reported by Sguera et al. (2006), which was the first to be announced since its discovery in 1993. Outbursts from SFXTs are quite rare and long periods of inac^vity occur so it is difficult to iden^fy periodici^es. Here we report the temporal study of the SFXT IGR J18450‐0435 leading to the discovery of a 5.7195±0.0007 day periodicity. Using the newly discovered periodicity value, the orbit geometry of the system could be modelled and its eccentricity could be constrained to ε≥0.03. Moreover, we report the discovery of three new outbursts and discuss how they relate to the ones that are already known. Orbit Geometry and Size of the Supergiant Data Set and Analysis Searching for New Outbursts The newly found 5.7195‐day period was used to model We analysed IBIS/ISGRI data for all the available science A comprehensive search for new outbursts was carried out windows covering the range from 10th March 2003 to on the 18‐60 keV IBIS light curve also containing the possible orbits and calculate a limit on the size of the 29th September 2010 (MJD range 52708‐55704) in the previously men^oned GPS science windows. supergiant. Kepler’s equa^on was u^lised to compute the 18‐60 keV energy band. Three dis^nc^vely significant outbursts were found. posi^on of the neutron star around the orbit as a func^on of Moreover, 16 science windows of public Galac^c Plane ^me. In order to find a limit on the size of the supergiant, the Scan (GPS2) from 2012 data were added. approximate radius of its Roche lobe was found using The resul^ng light curve was filtered so that individual Eggleton’s formula. As Roche lobe overflow is not the driving science windows where the source was more than 12 accre^on mechanism in SFXTs , the Roche lobe radius is also degrees off‐axis and those with an exposure ^me of less the maximum radius the supergiant can have. Moreover, it than 200 s were excluded. limits the eccentricity of the orbit as the posi^on of These filters resulted in an IBIS data set consis^ng of periastron has to be greater than the size of the Roche lobe 4610 science windows with a total exposure ^me of 6.65 so as to avoid any overflow. Ms. Periodicity Analysis As a test for periodicity, the Lomb‐Scargle method was used (Scargle 1982; Lomb 1976). A periodic signal at 5.7195 days could be observed and in order to determine the significance of this period Monte Carlo simula^ons were produced. 200,000 itera^ons were carried out so as to establish a 99.999 per cent confidence level. A final bootstrapping analysis was completed and consequently the error on the period was found to be ±0.0007 days. Figure 3. IBIS/ISGRI light curve of IGR J18450‐0435 (18‐60 keV) during the observa^on on 3rd September 2006. Figure 6. Orbit Geometry and loca^on of the supergiant for eccentrici^es ranging from 0.1‐0.3. The loca^ons of the respec^ve foci where the supergiant would be located are displayed by the markers towards the centre of the plot. Figure 4. IBIS/ISGRI light curve of IGR J18450‐0435 (18‐60 keV) during the observa^on on 14th March 2010. Taking into account both of these limits it is apparent that the orbit has to have an eccentricity ε≤0.03. The Roche lobe radius was calculated to be ∼26R⊙, which seems to be quite a good limit for the size of the supergiant as it coincides with what would be expected for one in this spectral class (Cox, 1999). Figure 1. Lomb‐Scargle periodogram for the IBIS/ISGRI 18‐60 keV light curve. The 99.999 per cent significance power is 21.4, calculated using Monte Carlo simula^ons. Figure 5. IBIS/ISGRI light curve of IGR J18450‐0435 (18‐60 keV) during the observa^on on 20th March 2010. All outbursts of IGR J18450‐0435 found to date (Sguera et al. 2006) are summarised in table 1. Note that the last two are separated by the orbital period. Figure 7. Distance of neutron star from supergiant against orbital phase for eccentrici^es ranging from 0.1‐0.3. The different line styles represent the orbits in Figure 6. Compare with Figure 2. Table 1. Summary of INTEGRAL, Swi$ and ASCA observa^ons of outbursts of IGR J18450‐0435 where numbers 6‐8 represent the newly discovered ones. Figure 2. Phase folded light curve of IGR J18450‐0435 (18‐60 keV). The same periodicity tes^ng method was used on the IBIS light curves in several other energy bands (20‐40 keV, 17‐30 keV, 30‐60 keV, 20‐100 kev, 40‐100 keV and 100‐300 keV). A periodic signal at 5.7195 days could be observed in the first four of these energy bands confirming the previous result. The signal could not be detected in the two higher energy bands due to the source having too low flux values. Moreover, the same analysis was performed on Swin and RXTE data, however, no significant periodic signals could be iden^fied. Background credit: Hubble Deep Field, HubbleSite References Molkov S. V., Cherepashchuk A. M., Lutovinov A. A. et al., 2004, A&A, L534 Halpern J. P., GoThelf E. V., 2006, ATEL, 692 Yamauchi S., Aoki T., Hayashida K. et al., 1995, PASJ, 47, 189 Coe M. J., Fabregat J., Negueruela I. et al., 1996, MNRAS, 281, 333 Sguera V., Bird A. J., Dean A. J. et al., 2007, A&A, 462, 696 Negueruela I., Smith D. M., Reig P. et al., 2005, ESA SP, 604, 165 Scargle, J. D. 1982, ApJ, 263, 835 Lomb N. R., 1976, ADS, vol. 39, 447 Cox A. N., 1999, Allen’s Astrophysical Quan66es, 4th ed. , Springer
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