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X-RAY BURSTS FROM THE TERZAN 5 TRANSIENT IGR J17480–2446: NUCLEAR RATHER THAN GRAVITATIONAL

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Published 2011 March 8 © 2011. The American Astronomical Society. All rights reserved.
, , Citation Manoneeta Chakraborty and Sudip Bhattacharyya 2011 ApJL 730 L23 DOI 10.1088/2041-8205/730/2/L23

2041-8205/730/2/L23

ABSTRACT

The 2010 outburst of the transient neutron star low-mass X-ray binary IGR J17480–2446 has exhibited a series of unique X-ray bursts as well as millihertz (mHz) quasi-periodic oscillations (QPOs) related to these bursts. It has been recently proposed that these are type-II bursts, powered by the gravitational energy. This implies that the current nuclear-burning-based model of mHz QPOs is not correct, and this timing feature cannot be used as a tool to measure the neutron star parameters. We report the analysis of the Rossi X-Ray Timing Explorer data of IGR J17480–2446 to show that the burst properties of this source are quite different from the properties of the type-II bursts observed from the rapid burster and GRO J1744–28. For example, the inferred ratio (∼50–90) of the non-burst fluence to burst fluence is consistent with the thermonuclear origin of IGR J17480–2446 bursts and is significantly different from this ratio (≲4) for type-II bursts. Our results suggest that the bursts and the mHz QPOs from IGR J17480–2446 are powered by the nuclear energy.

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1. INTRODUCTION

The first observed outburst (Bordas et al. 2010) of the globular cluster Terzan 5 source IGR J17480–2446 in 2010 October/November revealed that it is a neutron star low-mass X-ray binary (LMXB) and an 11 Hz pulsar (Chenevez et al. 2010; Strohmayer & Markwardt 2010). An X-ray burst was observed from this source with Rossi X-Ray Timing Explorer (RXTE) on 2010 October 13 (Strohmayer & Markwardt 2010). While this is not surprising even for a pulsar, what made this source very interesting was the recurrent bursts observed for the next few days (Altamirano et al. 2010b; Papitto et al. 2011). As the source intensity increased, the bursts became more frequent, and eventually disappeared, and millihertz (mHz) quasi-periodic oscillations (QPOs) appeared (Altamirano et al. 2010b; Linares et al. 2010). Finally, the bursts reappeared, and as the source intensity decreased, they became less frequent (Chakraborty & Bhattacharyya 2010). The burst recurrence frequencies observed between October 13 and 16 converge asymptotically toward the mHz QPO frequency, which suggests that these QPOs are related to bursts (Linares et al. 2010). If these bursts are type-I or thermonuclear (Strohmayer & Bildsten 2006), then such a relation is expected from a widely accepted mHz QPO model, which interprets this timing feature as a signature of marginally stable nuclear burning (Heger et al. 2007). However, Galloway & in't Zand (2010) reported that, except the October 13 burst, no other burst up to October 26 showed a clear cooling trend during burst decay. This motivated them to suggest that, except the first burst, others are type-II bursts. The type-II bursts are believed to be caused by the accretion instability and hence powered by the gravitational potential energy. This would mean that the mHz QPOs are related to the accretion dynamics, rather than nuclear burning, and hence plausibly could not be used as a tool to measure the neutron star parameters (Heger et al. 2007; Bhattacharyya 2010). Type-II bursts have so far been observed from two sources: rapid burster and GRO J1744–28 (Tan et al. 1991; Lewin et al. 1995, 1996). Galloway & in't Zand (2010) have also indicated that IGR J17480–2446 might be a GRO J1744–28 analog (since both have a relatively wide orbit and slow pulsations), further strengthening the gravitational origin argument for the IGR J17480–2446 bursts. It is therefore extremely important to investigate whether the X-ray bursts from IGR J17480–2446 are powered by the nuclear energy or by the gravitational energy (1) in order to understand the nature of the unique source IGR J17480–2446 and its unique bursts, and (2) to find out the origin of mHz QPOs and their usefulness in understanding thermonuclear bursts and in measuring neutron star parameters.

We have performed spectral and timing analysis of the entire RXTE Proportional Counter Array (PCA) data from IGR J17480–2446, the details of which will be reported elsewhere. In this Letter, we report and discuss the results required to address the single very important question mentioned above.

2. OBSERVATION AND DATA ANALYSIS

The neutron star LMXB IGR J17480–2446 was observed almost everyday with RXTE between 2010 October 13 and 2010 November 19, i.e., during its outburst. The total observation time was ≈297 ks (proposal no. 95437; 46 ObsIDs: 95437-01-01-00 to 95437-01-14-00). We have found ∼400 bursts (including the very weak ones) in the RXTE data of this source and analyzed the entire PCA data with the aim of understanding the nature of these unique bursts. In order to examine the light curves, and to measure the source properties such as burst duration, burst interval (time gap between two successive bursts), and spectral evolution during a burst, we have used the event-mode/good-Xenon files. This is because this mode has sufficiently good time resolution and spectral resolution. In order to perform the time-resolved spectroscopy of the bursts, which could be comfortably distinguished from the non-burst emissions, we have divided each burst into segments with sufficient statistics. For each segment, we have created a total energy spectrum with deadtime correction (van der Klis 1989), and a background spectrum from the pre-burst emission (Bhattacharyya & Strohmayer 2006; Galloway et al. 2008). Usually a blackbody model is used to describe a burst spectrum, and hence, we have fitted each spectrum in 3–15 keV with an absorbed blackbody (phabs*bbodyrad in XSPEC) for a fixed neutral hydrogen column density NH = 3.8 × 1022 cm−2 (Galloway & in't Zand 2010; Kuulkers et al. 2003). The blackbody provides acceptable fits (for the degrees of freedom ν = 17) with χ2/ν ⩽ 1.0 for ∼40% segments and 1 < χ2/ν ⩽ 1.5 for ∼45% segments, excluding a few segments with χ2/ν>2.0. We have used these fits to infer the total energy (time-integrated flux or fluence), as well as the evolution of temperature, emitting area, and flux of each burst. We have also fitted the deadtime-corrected non-burst spectra in 3–15 keV, using backgrounds created from the RXTE data analysis tool PCABACKEST. These spectra were made from standard-2 mode files. First, we have tried the conventionally used thermal models absorbed blackbody (phabs*bbodyrad in XSPEC) and absorbed disk-blackbody (phabs*diskbb in XSPEC), as well as the non-thermal model absorbed power law (phabs*powerlaw in XSPEC), in order to fit the non-burst spectra. Similar to the burst spectral fitting, we have fixed NH at 3.8 × 1022 cm−2. Each of these single-component models gave extremely bad fit. Next we have tried three two-component models combining two of bbodyrad, diskbb and powerlaw in rotation. The phabs*(bbodyrad+powerlaw) model gave much better fit than phabs*(bbodyrad+diskbb), and somewhat better fit than phabs*(diskbb+powerlaw). Furthermore, the addition of a Gaussian component describing an iron Kα emission line between 6.4 and 6.97 keV improves the fit significantly (e.g., significance ≈1 − (5.6 × 10−4) for the 2010 October 26 data) and gives acceptable fits (see also Chakraborty et al. 2011). Therefore, we have fitted each non-burst spectrum with the phabs*(bbodyrad+powerlaw+ Gaussian) model in order to infer the flux, fluence, and other spectral parameters. We have tried to estimate the contributions of the field sources to this non-burst flux. The total 2–6 keV Chandra count rate of all the sources (except CX25, which is IGR J17480–2446; Pooley et al. 2010) given in Tables 1 and 2 of Heinke et al. (2006) is ≈0.06 counts s−1, which is about 0.1% of the 2–6 keV Chandra count rate equivalent to the lowest (of 2010 October 13) observed RXTE PCA flux. This shows that the non-burst flux has been overestimated by ≲0.1%.

3. RESULTS AND DISCUSSION

In this Letter, we report the evolution of various burst and non-burst properties of IGR J17480–2446 throughout the source outburst. Examples of a few days given in Table 1 and Figure 1 show that the burst properties are well correlated with the non-burst intensity. The October 13 burst detected with RXTE was likely to be powered by nuclear energy because of the following reasons. (1) The burst light curve rises rapidly and decays slowly like a typical thermonuclear burst (Figure 1). (2) The blackbody temperature decreases during burst decay (Galloway & in't Zand 2010). (3) Intensity variation of this burst at the pulsar frequency was detected (Altamirano et al. 2010a), and this feature is broader in power spectrum during the burst than in the non-burst portions. Here, we discuss the properties of the bursts following the October 13 burst, in order to find out whether these bursts are powered by nuclear energy or gravitational energy.

  • 1.  
    Burst spectrum versus non-burst spectrum. The burst spectrum of IGR J17480–2446 is typically well described with a blackbody (Section 2), and the addition of a power law does not improve the fit (note that, for fainter bursts, this might be due to insufficient statistical quality). The non-burst spectrum of IGR J17480–2446 cannot be fitted with a blackbody, and a blackbody plus power-law model is required (see Section 2; see also Chakraborty et al. 2011). So these two spectra are plausibly sufficiently different, indicating different origins. However, these two spectra are similar to each other for GRO J1744–28 (Lewin et al. 1996).
  • 2.  
    Temperature evolution during burst decay. Most of the bursts from IGR J17480–2446 do not exhibit a clear cooling trend during the burst decay. However, this cannot rule out the nuclear origin of the bursts for the following reasons. (a) The November 18 burst shows a cooling trend with a significance of ≈1 − (9 × 10−8), while the similar bursts of November 19 do not show such a trend. (b) Several likely thermonuclear bursts (e.g., 18th burst of EXO 0748–676 in Galloway et al. 2008) did not show a cooling trend. (3) If the color factor f increases with the decrease of the effective temperature Teff (may be possible for high metalicity of burning matter, see Table 2 of Majczyna et al. 2005), the cooling trend may not be visible, as the color temperature Tc = fTeff.
  • 3.  
    Ratio of non-burst fluence to burst fluence. For a thermonuclear burst, the ratio of the nuclear energy generated to the gravitational energy released is expected to be ∼40 (Strohmayer & Bildsten 2006). The ratio of non-burst fluence to burst fluence gives an upper limit of this energy ratio, as stable nuclear burning can happen during the non-burst time. The ratio of the fluences (∼50–90) inferred for IGR J17480–2446 bursts throughout the outburst is very consistent with the plausible thermonuclear origin of these bursts (see Table 1). However, this ratio is significantly smaller than 40 for rapid burster (≲1; Tan et al. 1991) and GRO J1744–28 (≲4; Lewin et al. 1996), indicating that the type-II bursts from these sources are not of thermonuclear origin. Note that, although we have estimated the ratio of the fluences for IGR J17480–2446 in the 3–15 keV range, the bolometric ratio would also be consistent with the expected value ∼40 because of the following reasons. (a) Since the non-burst spectrum has two continuum components (a blackbody similar to the burst spectrum, plus a power law), a larger portion of the non-burst energy is likely to be outside the 3–15 keV range compared to the burst energy. (b) Even if the entire non-burst energy is in the 3–15 keV range (which is the conservative scenario), our estimated ratio will be less by a small factor of ≈1.2 for a typical burst blackbody temperature of 2 keV.
  • 4.  
    Burst shape and duration. The bursts neither show "ringing" nor "flat top" like the type-II bursts of the rapid burster (Tan et al. 1991). Their duration gradually changes (Table 1) unlike the GRO J1744–28 bursts (Fishman et al. 1996). Figure 2 clearly shows that the shapes of the bursts are similar to the that of the October 13 burst, and any change is gradual throughout the outburst. This would not happen if the October 13 burst and the other bursts originated from two independent physical mechanisms. These points support the nuclear origin of the IGR J17480–2446 bursts.
  • 5.  
    Intensity dips after bursts. While type-II bursts from the rapid burster and GRO J1744–28 are followed by intensity dips (Tan et al. 1991; Lewin et al. 1996), no clear evidence of such dips has been found for IGR J17480–2446 bursts. Only 10% of bursts are followed by weak dips, which are plausibly of non-burst origin.
  • 6.  
    Burst fluence versus burst interval. Burst fluence is positively correlated with burst interval for IGR J17480–2446 (Table 1), while the fluence of GRO J1744–28 type-II bursts remained approximately constant when the burst interval changed by factors of ∼4 (Kouveliotou et al. 1996).
  • 7.  
    Burst peak flux and burst fluence versus non-burst flux. While with the increase of non-burst flux, both burst peak flux and burst fluence of GRO J1744–28 increase (Lewin et al. 1996), these parameter values of IGR J17480–2446 decrease (Table 1).
Figure 1.

Figure 1. Light curves of 1 s resolution of portions of six RXTE PCU-2 continuous data sets from IGR J17480–2446. The date of observation of each data set is mentioned. This figure shows that during the rise of the 2010 outburst, as the non-burst flux increases, the burst peak flux and the burst interval gradually decrease. The initial burst properties return as the source intensity decays (Section 3).

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Figure 2.

Figure 2. Comparisons of the bursts of October 14, October 15, October 23, and November 18 with the October 13 burst. Each burst light curve is pre-burst level subtracted and normalized with the peak count rate. In the case of October 15, four burst light curves are combined to make the statistics better. In the case of October 23, six burst light curves are combined. This figure shows that the shapes of the bursts of different days are not drastically different from each other, and the gradual change of the shape is correlated with various burst and non-burst properties (compare with Table 1 and Figure 1).

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Table 1. Properties (with 90% Errors) of Burst and Non-Burst Emissions During the 2010 Outburst of IGR J17480–2446 (see Section 3)

Datea Time Non-Burst Burst τe Tintf Burst Ratio of No. of
  Rangeb Fluxc Peak Fluxd     Fluenceg Fluencesh Burstsi
Oct 13 00:12:32–01:05:10 2.58+0.01−0.02 9.89+0.73−0.78 120  ⋅⋅⋅  26.70+0.52−0.54  ⋅⋅⋅  1
Oct 14 04:28:01–05:24:09 8.62+0.04−0.04 5.36+0.48−0.56 105 1034 15.35+0.61−0.67 58.11+2.32−2.55 3
Oct 15 10:24:32–11:06:11 10.65+0.04−0.04 2.73+0.02−0.23 72 512 6.60+0.22−0.29 82.62+2.76−3.59 5
Oct 23 03:26:40–04:14:09 11.81+0.05−0.06 2.70+0.29−0.39 56 434 6.72+0.37−0.44 76.38+4.25−4.99 6
Oct 26 08:19:28–09:15:11 10.55+0.04−0.05 4.21+0.27−0.31 60 722 11.21+0.31−0.35 67.94+1.92−2.15 5
Oct 31 09:05:20–10:02:10 9.54+0.04−0.04 4.18+0.38−0.42 90 1016 10.31+0.37−0.42 93.96+3.43−3.81 3
Nov 5 06:43:28–07:40:10 8.92+0.04−0.04 4.56+0.41−0.46 100 1273 12.50+0.35−0.38 90.83+2.58−2.82 3
Nov 8 05:17:20–06:14:10 8.35+0.04−0.04 4.92+0.54−0.60 120 1488 17.62+0.42−0.46 70.48+1.72−1.85 2
Nov 15 03:32:32–04:29:09 7.26+0.03−0.03 7.65+0.59−0.63 130 2137 26.85+0.55−0.59 57.80+1.20−1.30 2
Nov 18 02:06:24–03:03:11 6.62+0.02−0.02 9.17+0.61−0.65 135 2391 36.41+0.65−0.70 43.49+0.79−0.85 2

Notes. aDate of observation. bStart and end times (UTC) of observation. cAverage flux (in 10−9 erg cm−2 s−1) within 3–15 keV in the portions of the data without bursts. dAverage flux (in 10−9 erg cm−2 s−1) within 3–15 keV of the peak of a burst. eAverage duration (in s) of a burst (from the time corresponding to ∼5% of peak count rate during rise to the time corresponding to ∼5% of peak count rate during decay). fAverage time gap (burst interval; in s) between two successive bursts. gAverage total energy (in 10−8 erg cm−2) within 3–15 keV of a burst. hRatio of the non-burst fluence to the corresponding burst fluence. iNumber of bursts within the given time range.

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4. CONCLUSION

The gradual (as opposed to abrupt) change of all the burst properties throughout the outburst (Table 1 and Figure 1) strongly indicates that all the bursts from IGR J17480–2446, including the October 13 burst, originate from the same physical mechanism. The points 3, 4, and 5 of Section 3 suggest that these bursts are of thermonuclear origin, and mHz QPOs, plausibly caused by the quasi-stable nuclear burning, can be used as a tool to measure the neutron star parameters. The point 2 of Section 3 indicates that a clear cooling may not always be present during a thermonuclear burst decay. The points 1, 3, 4, 5, 6, and 7 of Section 3 show that IGR J17480–2446 is not a GRO J1744–28 analog (Section 1). Finally, we note that the IGR J17480–2446 bursts are similar to the GS 1826-238 bursts in their clock-like recurrence times and in the shortening of the recurrence time with the non-burst flux increase (Strohmayer & Bildsten 2006).1

We thank Arunava Mukherjee, Jon Miller, and Tod Strohmayer for discussion, and an anonymous referee for constructive comments. This work was supported in part by the TIFR plan project 11P-408 (P.I.: K. P. Singh).

Footnotes

  • After this Letter was submitted and made public, the following papers on the bursts from IGR J17480–2446 were submitted to arXiv: Cavecchi et al. (2011) and Linares et al. (2011). These papers support our conclusion regarding the thermonuclear origin of these bursts.

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10.1088/2041-8205/730/2/L23