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Satoshi Nakahira, Hiroshi Tsunemi, Hiroshi Tomida, Shinya Nakashima, Ryuho Kataoka, Kazuo Makishima, MAXI/SSC all-sky maps from 0.7 keV to 4 keV, Publications of the Astronomical Society of Japan, Volume 72, Issue 2, April 2020, 17, https://doi.org/10.1093/pasj/psz139
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Abstract
By accumulating data from the Solid-state Slit Camera (SSC) on board the MAXI mission from 2009 to 2011, diffuse X-ray background maps were obtained in energies of 0.7–1.0, 1.0–2.0, and 2.0–4.0 keV. They are the first to be derived with a solid-state instrument, and to be compared with the previous ROSAT all-sky survey result. While the SSC map in the highest energy band is dominated by point sources and the Galactic diffuse X-ray emission, that in 0.7–1.0 keV reveals an extended X-ray structure, of which the brightness distribution is very similar to that observed with ROSAT about 20 years before. As in the ROSAT result, the emission is dominated by a bright arc-like structure, which appears to be part of a circle of ∼50° radius centered at about (l,b) ∼ (340°, 15°). In addition, the SSC map suggests a fainter and larger ellipse, which is elongated in the north–south direction and roughly centered at the Galactic center. The spectrum of these structures is explained as thin thermal emission from a plasma, with a temperature of ∼0.31 keV and an abundance of ∼0.3 solar. Based on SSC observation conditions including low solar activity, the solar wind charge exchange signals are estimated to be negligible in the present SSC maps, as well as in the >0.56 keV ROSAT map. A brief discussion is given on the results obtained.
1 Introduction
The ROSAT All-Sky Survey (RASS) presented an entire sky map of the very soft X-ray background in the energy range 0.1–2.5 keV. The map reveals complicated spatial structures which depend on the energy band. However, Cravens (1997) found that the very soft X-ray background was in fact heavily contaminated, particularly at energies below 1 keV, by many emission lines that arise through solar wind charge exchange (SWCX) in the Earth’s vicinity (for a review of SWCX, see Kuntz 2019). The SWCX signals are an astrophysical nuisance, because they are time variable and depend on the direction in ways that are not yet well understood. This difficulty partly arose from the limited energy resolution of RASS, which employed proportional counters. Actually, observations of some sky regions with solid-state detectors were found to be much more effective in resolving these low-energy emission lines and separating the SWCX component (Fujimoto et al. 2007; Henley et al. 2007). Yet another issue with RASS was that it was performed in 1990–1991, when solar activity was very high.
Thus, a soft X-ray all-sky survey with a solid state instrument, to be performed during lower solar activity, has been awaited. After RASS, several X-ray satellites (e.g., ASCA, Chandra, XMM-Newton, and Suzaku) actually observed the soft X-ray sky in energy ranges below 2 keV, employing X-ray CCDs with a much better energy resolution than RASS. However, they were basically pointing instruments coupled to focusing X-ray telescopes with a relatively narrow field of view (FOV). As a result, they were unable to uniformly map the whole sky.
MAXI (Monitor of All-sky Image; Matsuoka et al. 2009) is an all-sky X-ray imager, launched in 2009 and mounted on board the International Space Station (ISS). Of the two scientific instruments of MAXI, the SSC (Solid-state Slit Camera; Tsunemi et al. 2010; Tomida et al. 2011) is a pair of X-ray CCD cameras which are sensitive in the energy range 0.7–7 keV. Because the SSC uniformly covers the entire sky, it is expected to provide the first opportunity to study the all-sky soft X-ray background with a solid-state energy resolution, and to follow up the RASS result. Another obvious advantage of using the SSC is that the solar activity was very low in the early phase of the MAXI mission, so the SWCX signals must have been considerably lower than in the RASS period. For reference, the other MAXI instrument, the GSC (Gas-Slit Camera; Mihara et al. 2011; Sugizaki et al. 2011), is less suited for this purpose, because it employs an array of large-area gas proportional counters, and it works in a higher energy range above 2 keV.
In the 20 years since RASS, new scientific importance has been added to the study of the soft X-ray sky. Namely, a giant Galactic gamma-ray structure was discovered by the Fermi Gamma-Ray Space Telescope in the energy range 1–10 GeV (Dobler et al. 2010). The feature emerges from the Galactic center (hereafter GC), and extends symmetrically up to 50° north and south from the Galactic plane. The dumbbell-like overall shape, called the Fermi Bubble, is suggestive of an explosion from the GC. Furthermore, several studies suggest (e.g., Kataoka et al. 2013) that the RASS X-ray feature is related, at least partially, to the Fermi Bubble. Kataoka et al. (2013) performed several pointings onto the Fermi Bubble edge with the Suzaku XIS (Koyama et al. 2007), which has a relatively small FOV of 18′ square, and detected an intensity or temperature jump at the edge location. Thus, the study of extended soft X-ray structures will potentially provide us with information on large-scale energetic phenomena in the Milky Way and the GC.
In this paper we describe the MAXI/SSC data reduction, and the modeling of its non-X-ray background. Then, the obtained soft X-ray maps are presented in three energy bands: 0.7–1.0, 1.0–2.0, and 2.0–4.0 keV. They are compared with those produced with ROSAT across the time interval of 20 years. After conducting spectral analyses of brighter parts of the observed soft X-ray emission, we compare the present results with those from ROSAT.
2 Instruments
The SSC consists of two identical CCD cameras, SSC-H and SSC-Z. One SSC unit has 16 CCDs in 2 × 8 arrays, and each CCD is a 25 mm square chip (24 μm square pixel) with no storage area. In order to avoid optical light, the CCD surface is coated with aluminum 0.2 μm thick, of which the transmission efficiency is 63% at 1 keV for normal incidence. They are cooled below −60°C by the combination of a radiator and a Peltier device, and are running in a pixel-sum mode to be a one-dimensional imager. The FOV of each camera is restricted to 90° × 3° by a collimator made of 24 parallel Cr-coated bronze plates and a slit made of two tungsten bars with sharp edges. SSC-H and SSC-Z have FOVs which are pointing to the horizontal and the zenith directions, respectively, and both scan over wide sky (30%–40% of the entire sky) as the ISS rotates around the Earth with a period of 92 min. Each location on the sky is viewed by either camera for a typical on-source time of 30–40 s. The point spread function (PSF) of the SSC is approximated by a circle of |$1.^{\!\!\!\circ }5$| radius.
Since the MAXI operation started in 2009 August, the CCDs have gradually been degrading due to radiation damage by high-energy particles. The radiation dose is particularly high when the ISS passes through the South Atlantic Anomaly (SAA), and through high-latitude regions since the ISS orbit has an inclination of about |$51.^{\!\!\!\circ }6$|. From the data analysis point of view, the radiation damage on the SSC appears mainly in two properties (Tsunemi et al. 2017): one is degradation of the energy resolution, which can be continuously monitored referring to Cu-K lines from the bronze plates of the collimator, and the other is an increase of background events due to thermal noise at low energies. Furthermore, these effects differ among the CCD chips, depending on their location within the camera unit. The chips just below the slits have been subject to the heaviest damage, while those at the far ends remained the least affected. At the beginning of the mission, all the CCDs showed similar performance, but performance differences have gradually developed.
3 Data analysis
In this paper we utilize the SSC data that were acquired from 2009 August 17 to 2011 August 27, so that we can utilize the energy range down to 0.7 keV without being hampered by the increase of the low-energy background. These data were partly analyzed by Kimura et al. (2013) in a preliminary way. In our analysis we employ a new method to estimate the background prior to creating the all-sky maps, and fully take into account the position dependence of the energy response matrix and of the background spectra. The quantum efficiency curves of the CCD were also calibrated using the Crab Nebula; the derived photon index of the 0.7–7 keV Crab spectrum, previously 2.20 ± 0.05 (Tsunemi et al. 2010), has been revised to 2.10 ± 0.05, which agrees better with the canonical value of 2.125 ± 0.001 (Kouzu et al. 2013).
3.1 Data reduction
The live time of the SSC observations for the above time period, with standard data-screening criteria (Tsunemi et al. 2010), amounted to 2.61 × 107 s, or 41% of real time. Since these data are dominated by the backgrounds, good time intervals must be carefully selected. In the high-latitude regions above ±40°, the SSC data occasionally showed flaring behavior, probably induced by geomagnetic particle activities. Hence, we examined the Radiation Belt Monitor data of the MAXI/GSC (Sugizaki et al. 2011), and removed the time intervals of increased particle counts. In the SSC, very bright infrared light leaves light-leakage effects (Tsunemi et al. 2010). Therefore, the data were discarded when the Sun elevation angle was higher than −10° from the Earth horizon, or the Moon was within 10° of the FOV. These screenings have reduced the live time to 1.51 × 107 s (23.6% of the real time). In addition, data with sporadic background increases were excluded, by removing noisy pixels, columns, or areas, which are defined for each orbit. Through all these screenings we have been left with 1.35 × 107 and 0.57 × 107 photons in the 0.7–7 keV and 7–9 keV energy bands, respectively.
Figure 1a shows the 0.7–2 keV all-sky image, using the events that survived the above screening criteria. It is presented in the Aitoff–Hammer projection and Galactic coordinates, which are hereafter employed throughout. Considering all the screening processes, and employing the HEALPix software library (Górski et al. 2005) where the number of pixels was substituted for the parameter Nside, the exposure maps |$E_\mathrm{x}(\vec{i}, x)$| were also calculated, separately for SSC-H and SSC-Z. They are expressed as a function of the pixel number on the sky (sky coordinate), |$\vec{i}$|, and the detector coordinate, x. In other words, a particular sky region |$\vec{i}$| was integrated at a particular detector coordinate x for a total exposure time of |$E_\mathrm{x}(\vec{i}, x)$|. Since the CCDs of the SSC are used as one-dimensional imagers (section 2), x is a one-dimensional variable; in the orthogonal direction, the CCD pixels are summed. Figures 1b and 1c present the projections of |$E_\mathrm{x}(\vec{i}, x)$| onto the x and |$\vec{i}$| coordinates, respectively. The sharp drops periodically seen in figure 1c are gaps between the CCD chips. In figure 1c, the exposure per sky area, integrated over x, scatters over 1.8–5.8 × 104 cm2 s deg−2, with a total exposure of 1.25 × 109 cm2 s deg2 when the two camera units are coadded.

(a) 0.7–2 keV all-sky image obtained with the MAXI/SSC, presented in Galactic coordinates. All the data screenings are applied, while it is not corrected for the exposure. (b) The SSC exposure maps projected onto the detector coordinate x. Black and red indicate data from SSC-H and SSC-Z, respectively. (c) The exposure map, with SSC-H and SSC-Z summed, projected onto the sky coordinate, |$\vec{i}$|. (Color online)
3.2 SSC backgrounds
The present paper focuses on the extended X-ray structure (EXS) in the diffuse soft X-ray emission, which was revealed by RASS in its 0.44–1.21 keV band (R4+5). When studying this phenomenon, however, we need to identify, estimate, and subtract all the other extended emission components that contribute to the SSC data. Some of them are as extended as the EXS itself, and some can be time variable. Below, we collectively call all the other components backgrounds, and try to construct a method to estimate and remove them. This is a big difference from studies of point sources, in which the background can be estimated from surrounding sky regions (Hiroi et al. 2013; Tomida et al. 2016).
3.2.1 Background components
The soft X-ray emission over the entire sky is considered to consist mainly of five celestial components with different spectral and/or spatial properties, and two non-celestial ones. Generally, from larger to smaller physical scales, the former five are the cosmic X-ray background (CXB), the Galactic halo emission (GH), the Galactic diffuse X-ray emission (GDXE), the EXS, which is the subject of the present study, and the emission from the local hot bubble (LHB). As to the latter, we have to consider the non-X-ray background (NXB) and the SWCX.
The CXB is considered to be isotropic and temporally stable, with a power-law spectrum in the energy range below 10 keV. According to Kushino et al. (2002), who used the ASCA GIS to study the CXB, its 2–10 keV spectrum is expressed by a power law of photon index Γ = 1.412, and its surface brightness fluctuates by 6.5% (the 1 σ value) within the GIS FOV (a circle of |$0.^{\!\!\!\circ }35$| radius). Based on their results, we estimate the 0.7–2 keV CXB surface brightness as 6.3 × 10−8 erg cm−2 s−1 sr−1, and the brightness variations as 3% and 0.3% for the PSF of the SSC and a circle of 15° radius, respectively. The GH component was studied by Nakashima et al. (2018) in detail using the Suzaku XIS data, mainly on the Galactic anti-center hemisphere. Its spectrum is expressed by a thin thermal plasma model with a temperature of ∼0.26 keV. The emission measure (EM)1 is found to be marginally correlated with cosec |b| around its median of 0.31 × 10−2 cm−6 pc, but its global distribution is still unclear. In our analysis, we assume that the GH is uniform in temperature and intensity for simplicity.
The GDXE comprises the Galactic ridge X-ray emission (Worrall et al. 1982) and the Galactic-center diffuse X-ray emission (Koyama et al. 1989), which are associated with the Galactic plane and a region within ∼2° of the GC, respectively. Although the GDXE, with its strong localization, would not provide a direct nuisance to our EXS study, we must carefully remove it when creating the model background which is to be subtracted from the raw SSC data (see sub-subsection 3.2.3). The LHB emission is of thermal origin, characterized by a temperature of kT ∼ 106 K (Snowden et al. 1997). Since this temperature is too low to significantly contribute to the energy above 0.7 keV, we neglect the LHB contribution.
In studying extended sources where the neighboring-sky subtraction (Hiroi et al. 2013; Tomida et al. 2016) cannot be used, the NXB is one of the largest nuisances. In other satellites in low-Earth orbits, like ASCA (Kushino et al. 2002) and Suzaku (Tawa et al. 2008), the NXB can be isolated and directly measured by the data accumulated when the instrument is pointing to the dark Earth. However, the ISS keeps the same attitude with respect to the Earth, and hence MAXI is always scanning the sky, except for very infrequent events like the docking of the Soyuz spacecraft. Therefore, in our study of the EXS we must estimate and subtract the NXB using the SSC data themselves that are accumulated from sky directions.
Finally, we must also consider the SWCX phenomenon, which was first noticed from comet observations by ROSAT (Cravens 1997). This foreground emission will affect the soft X-ray sky with many emission lines, particularly at energies below 1 keV. Compared to the RASS case, this contamination is expected to be relatively insignificant in the present SSC data, because the sunspot number was an order of magnitude lower in 2009–2011 than in the ROSAT period, and because we use the SSC data above 0.7 keV where few SWCX lines are expected. For example, the SSC efficiency for the strongest SWCX line, O viii at 0.65 keV, is only a few percent, which is less than 1/30 of that at 1 keV. Nevertheless, the SWCX is a phenomenon with sporadic time variability and complex directional anisotropy. Therefore, its effects on the present data should be carefully evaluated.
3.2.2 Modeling of the SSC backgrounds
The gray region shown in figure 2 is what we call the off-source region, where we attempt to determine the NXB model. It was obtained by excluding, from the entire sky, the two big elliptical regions shown in white; one is along the Galactic plane where the GDXE is seen, and the other wider one connecting the north and south poles is the region where the EXS itself is significant. The latter approximates the region in the ROSAT R5 band map2 (Snowden et al. 1995) where the soft X-ray brightness is above 75 × 10−6 counts cm−2 s−1. The gray off-source region defined in this way covers 45% of the sky. Although the use of this off-source region is primarily to subtract the NXB, this subtraction process is also expected to remove, at least approximately, the SWXC signals that may have leaked into the present SSC data. This is because the regions where the SWCX emission is strongest (the cusps above the geomagnetic poles; see subsection 5.1) will move over relatively wide sky regions when projected onto the sky plane as seen from the ISS, as the ISS makes its revolution, and as the ISS orbital plane precesses around the Earth with a period of 70 d. Further consideration of this issue continues in subsection 5.1.

Off-source region (the gray region), shown in Galactic coordinates. It was obtained by masking out the central regions where the ROSAT EXS is significant, and a number of remaining point sources (see text). The grid intervals are 60° in longitude, 30° in latitude.
By accumulating the SSC events over the above-defined off-source region, we obtained a total background map Td(x, E) as a function of x and the photon energy E. Then, Td(x, E) was exposure corrected to be |$T_\mathrm{d}^{\prime }(x, E)$|, which is shown in figure 3a for SSC-H, and figure 3b for SSC-Z. Each map is projected onto the x axis to represent the positional photon distribution (bottom panel), and onto the E axis to provide the energy spectrum (left panel). In these maps, the CCD gaps are again seen as vertical white stripes every 1024 pixels in x. We also see two emission lines running horizontally on each map: a strong Cu-K line (8.04 keV) and a weak Cr-K line (5.41 keV), both generated via fluorescence on the SSC collimator plates, mainly by charged particles and partly by high-energy X-rays and gamma-rays. A very weak 55Fe source (5.9 keV) is also seen at the left end of this figure. As revealed by the x dependence of the total events, shown by a purple line, the center CCDs, which are closer to the SSC slit, receive more photons (mainly the CXB) than the side ones.

Background maps T′(x, E) in the off-source region accumulated over two years, for (a) SSC-H and (b) SSC-Z. At the bottom and to the left of each map, the projections onto the x axis (i.e., the one-dimensional profile) and the E axis (i.e., X-ray spectrum) are shown, respectively. There, magenta shows the total background, green the calculated CXB contributions, cyan the GH, red the total − (NXB + CXB), and blue (in the bottom panel) the Cu-Kα line strength determined by a Gaussian fit to the spectrum at each x. (Color online)
The background thus extracted from the off-source region can be regarded as consisting mainly of the CXB, the GH, and the NXB, with the possible addition of the SWCX signals. These components (possibly except SWCX) are considered to be relatively uniformly distributed over the sky. Even if the brightness of any of them vary to some extent across the off-source region, the variation would not introduce a significant x dependence in figure 3 (except for the x-dependent instrumental responses), because each x is considered to have rather uniformly sampled various positions of the off-source region through the two-year observation. Given these, we calculated the expected CXB and GH contributions to the SSC background, denoted as Cd(x, E) and Hd(x, E) respectively, from the assumed spectral models and the energy response function. We employed the spectral model for the CXB as already described. The GH emission was represented by an APEC plasma model in Xspec, with a plasma temperature of kT = 0.26 keV, metallicity of Z = 1Z⊙, and emission measure of 0.31 × 10−2 cm−6 pc (median of Nakashima et al. 2018). In figure 3, these components are shown by the green and cyan lines, respectively.
When Cd(x, E) and Hd(x, E) constructed in the off-source region are removed from |$T_\mathrm{d}^{\prime }(x, E)$|, the remaining component, denoted as |$N_\mathrm{d}(x, E)\equiv T_\mathrm{d}^{\prime }(x, E)-C_\mathrm{d}(x, E)-H_\mathrm{d}(x, E)$| and shown in red in the bottom panels, is quite constant as a function of x, except for a slight dependence on the CCD chips. Therefore, we conclude that Nd(x, E) is mainly the NXB, which is not coming from the celestial sphere, and its chip dependence is probably due to the difference of the working temperature. We also find that the Cu-K line intensity (blue points) is very uniform, and almost chip independent, except at the very ends of the SSC; this is reasonable, because these line photons come from the collimator plates, and their intensity is positively correlated with the NXB. Hereafter, the term NXB is used to include these instrumental lines as well as the SWCX photons if any.
3.2.3 Subtraction of the modeled backgrounds
To evaluate the reliability of |$N_\mathrm{s}(\vec{i}, E)$| constructed in this way, we selected the 4–7 keV range, where the CXB and NXB contributions are significant, while the GH is negligible because of its low temperature. Furthermore, we expect that the CXB and NXB are independent of the sky coordinate, except for the Galactic absorption of the CXB. Thus, we have subtracted |$N_\mathrm{s}(\vec{i}, E)$| from the 4–7 keV SSC all-sky image, and obtained figure 4a. As expected, the result clearly reveals point sources and the Galactic ridge emission. In addition, we observe several large-scale structures; one appears as a deficit towards the south-west of the GC, and another is at its antipodal direction. These brightness variations amount to |$15\%$| of the NXB. Because the above two deficit regions are close to the poles of the equatorial coordinate, the structure is considered to be artificial rather than real.

(a) Background-subtracted (NXB, CXB, and GH) SSC all-sky image in the 4–7 keV range. (b) Sky distribution of the relative NXB intensity, to be used in rescaling the NXB spectral map. (c) 4–7 keV SSC map, obtained by subtracting the scaled NXB spectral map |$N_\mathrm{s}^{\prime }(\vec{i}, E)$|, instead of subtracting |$N_\mathrm{s}(\vec{i}, E)$| as used in panel (a). (Color online)
Since the SSC scans the sky and accumulates the data over a long time, we have assumed so far that the NXB time variations are almost washed out in our two-year all-sky maps. However, the ISS orbit is gradually precessing with a period of 70 d, and this may have introduced systematic errors in the NXB estimation. Namely, the strong NXB variability, correlated with the ISS orbital phase, coupled systematically with the method of sky sampling, to produce an artificial non-uniformity in the NXB map |$N_\mathrm{s}(\vec{i}, E)$|. Actually, this phenomenon is noticed by MAXI/GSC (Shidatsu et al. 2017) above 3 keV.
The artificial large-scale structure noticed in the background-subtracted 4–7 keV map (figure 4a) will also affect the background subtraction at lower energies where the EXS should be observed. However, the shape of the NXB spectrum of the SSC is kept relatively unchanged as its intensity varies. Therefore, to remove this large-scale artifact we decided to rescale |$N_{\mathrm\,{\rm s}}(\vec{i}, E)$| so that the 4–7 keV NXB intensity becomes flat across the sky. In the normalization process we divided the sky into 768 pixels of about 8° × 8°, removed bright point sources and the Galactic ridge emission, integrated |$N_{\mathrm\,{\rm s}}(\vec{i}, E)$| at each pixel over the 4–7 keV range, and divided it by the all-sky average. These ratios, called the NXB scale factors, are shown in figure 4b, after applying bilinear interpolation of four nearest neighbors. Then, by dividing |$N_{\mathrm\,{\rm s}}(\vec{i}, E)$| by this scale factor, we have derived the “scaled” NXB spectral map |$N_{\mathrm\,{\rm s}}^{\prime }(\vec{i}, E)$|. By subtracting this |$N_{\mathrm\,{\rm s}}^{\prime }(\vec{i}, E)$| instead of |$N_{\mathrm\,{\rm s}}(\vec{i}, E)$|, we finally obtain the improved background-subtracted 4–7 keV map shown in figure 4c, where we no longer see the large-scale structure. We do not need to rescale the CXB component similarly, because it is not time variable and is highly uniform over the sky.
4 All-sky map and X-ray energy spectrum
4.1 SSC all-sky map
Through the background subtraction procedure described in the previous section, we have generated all-sky maps in the 2.0–4.0 keV, 1.0–2.0 keV, and 0.7–1.0 keV energy bands, and show them in figures 5a, 5b, and 5c, respectively. They are binned in a uniform manner by HEALPix. In addition, the CXB and the GH, which were removed, are restored here, in order for them to be directly compared with the ROSAT images, which include these components. Figure 5d shows a ROSAT image from its R5 band (0.56–1.21 keV), which is similar to the lowest SSC band (figure 5c). The ROSAT image is subject to several streaks, where no exposure was available due the scanning mode condition.

Final MAXI/SSC all-sky maps at energies of (a) 2.0–4.0 keV, (b) 1.0–2.0 keV, and (c) 0.7–1.0 keV. The NXB has been subtracted, but the CXB is included (see text). The ROSAT R5-band image is also shown in panel (d) for comparison, with uniform pixel binning. Panel (e) shows the same image as panel (c), but binned using the contbin method (see text). Panel (f) is the binned image of panel (d) to which the same grouping map as in panel (e) is applied. (Color online)
The high-energy map (figure 5a) of the MAXI/SSC is dominated by many point sources along the Galactic plane, and some extragalactic sources which are consistent with those in the point source catalogs produced with the MAXI/GSC (Hiroi et al. 2013) and the SSC (Tomida et al. 2016). Except for the Galactic ridge emission, we see no apparent X-ray features that are larger than the SSC PSF. The medium-energy map (figure 5b) shows similar features to the high-energy one, but it also reveals several extended structures, including the Cygnus Super Bubble (Kimura et al. 2013), the Vela supernova remnant, and a large-scale structure apparently extending to north and south from the Galactic plane within |l| < 45. This large-scale structure becomes much clearer in the lowest-energy SSC map (figure 5c), and exhibits a very good resemblance to the ROSAT R5 map in figure 5d. Indeed, this is the EXS that we have been aiming to study.
Both in the ROSAT and the SSC images, the faintest parts of the EXS suffer statistical fluctuations. Therefore, we employed the contbin method of Sanders (2006), which allows us to perform variable-size binning to achieve similar signal-to-noise ratios. The binning process was conducted using the contbin tool with input parameters of |$\tt {sn} = 10$| and |$\tt {smoothsn} = 5$|, where the 0.7–1.0 keV raw SSC image, its corresponding NXB image, and the exposure maps were also given as inputs. Then, at each bin of the smoothed map to be produced, the surface brightness was calculated in the usual way, by subtracting the NXB map from the total map and dividing it by the exposure map, each summed over the same binned area. In this way, the lowest-band SSC image in figure 5c has been converted to figure 5e. Using the same binning map as used to smooth the 0.7–1.0 keV SSC image, the ROSAT image in figure 5d was converted into figure 5f, where the streaks were mostly swept out.
Finally, by combining the three-band SSC maps, we have created a pseudo-color map as shown in figure 6. There, blue, green, and red represent the high-, medium-, and low-energy X-rays.

Pseudo-color all-sky map by the SSC. Blue, green, and red represent brightness in the 2.0–4.0 keV, 1.0–2.0 keV, and 0.7–1.0 keV energy bands, respectively. (Color online)
4.2 Comparison with the ROSAT all-sky survey
The SSC maps presented above are the first all-sky soft X-ray images since the ROSAT all-sky survey was done in 1990–1991 (Freyberg & Egger 1999). Indeed, the smoothed 0.7–1.0 keV SSC sky map (figure 5e) is amazingly similar to that with ROSAT (figure 5f), in spite of the small difference in the energy band (0.7–1.0 keV vs. 0.56–1.21 keV), the much better energy resolution of the SSC, the much higher angular resolution of ROSAT, and, above all, the 20 years between the two surveys. It is hence confirmed that the two missions have caught essentially the same celestial phenomenon.
To quantitatively compare the soft X-ray skies between ROSAT and MAXI/SSC, we divided the entire sky into 12288 pixels using Nside = 16 for the HEALPix coordinates. Figure 7 is a scatter plot between the SSC and ROSAT brightness values measured at each of the 12288 pixels. There, the brightest pixels above 103 (in the ROSAT scale) come from the EXS, the Vela supernova remnant, and the Cygnus Super Bubble. Including these bright pixels, the two quantities show a very good correlation. However, due to the much larger PSF of the SSC, some pixels near bright point sources become much higher in the SSC than in the ROSAT map; these points are distributed toward the lower-right region in figure 7.

Scatter plot between the SSC brightness and that of ROSAT, in figures 5c and 5d, respectively, where the pixel resolution is converted to Nside = 32. The data points are colored according to the color bar of figure 5e. Typical error bars are also shown in gray. The best-fit linear relation is shown by the dashed line (see text). (Color online)
4.3 Spectral analysis of bright regions
To study the SSC spectra of the EXS, we divided its apparently bright part at |ℓ| ≲ 60° into eight areas, from Area A to Area H, as shown in figure 8. The background-subtracted SSC spectra derived from these eight areas are presented in figure 9. Thus, the eight spectra are relatively similar. They all exhibit an emission feature at ∼1.4 keV, and a broad hump at ∼0.8 keV, which are identified with Mg-K lines of He-like or similar ionization states, and possibly the Fe-L line complex, respectively. Thus, the spectra are definitely thermal, as already known (Willingale et al. 2003).

SSC spectra derived from the eight areas defined in figure 8, labeled as A through H. The background-subtracted data are shown in black, a green solid line shows the best-fit model, and the red points are the fit residuals. The top-right panel shows the spectral composition for Area B, where the raw on-source data are in gray, the CXB and the NXB are in cyan and blue, respectively, and their sum is in red. The black is the spectrum obtained by subtracting the NXB and CXB. (Color online)
We first analyze the spectrum of Area B, which is the brightest one and includes the radio feature known as the “North Polar Spur.” The top-right panel of figure 9 shows the spectral composition of this area. There, the highest gray data points indicate the raw on-source data before the background subtraction, while the CXB and NXB which we subtracted are shown in cyan and blue, respectively, with their sum in red. The background-subtracted data are in black, which is identical to the black spectrum in the top-middle panel.
Before proceeding to the spectral fit, we need to construct area-specific X-ray absorption models, because the eight areas are individually extended over hundreds of square degrees. According to the H i column density map of the Leiden/Argentine/Bonn (LAB) survey (Kalberla et al. 2005), the line-of-sight equivalent hydrogen column density NH scatters by more than an order of magnitude across each area. Therefore, a spectrum accumulated over such a region would be absorbed in a complex way, the effect of which can no longer be expressed by a single value of NH. To take into account the wide distribution of NH we created a local absorption model, one for each area. We first calculated the absorption curve for each NH using the TBabs model in Xspec, and averaged these curves over the NH distribution in the target region, weighted by the 0.7–1.0 keV photon number. According to Willingale et al. (2013), the NH values from the LAB map were multiplied by a factor of 1.25. The area-specific absorption factor as constructed above, denoted by A, was further modified by another factor fGal as |$A^{\prime }=A^{f_{\rm Gal}}$|, which was then applied to the spectral model under a constraint of fGal ≤ 1.0. This fGal can be used as a distance indicator of the EXS emitting region within the Galactic disk. If fGal is low, the source is inferred to be at a nearby location, and if it becomes unity, the source is considered to reside outside the Galactic disk.
The spectrum of Area B was tentatively fitted by a power-law model, using the absorption factor and fGal as explained above, but the fit was unsuccessful with χ2/d.o.f. = 446.0/67. Then, we applied a thin thermal emission model, vapec in Xspec version 12.10.0c, with the abundance table by Wilms, Allen, and McCray (2000) wherein all elements are linked together. The fit was much improved, but not yet acceptable (χ2/d.o.f. = 234.1/66), with fGal > 0.9, a plasma temperature of kT ∼ 0.3 keV, and metallicity of Z ∼ 0.10 Z⊙. Finally, the metallicity ratio of Fe relative to the others (ZFe/Zo) was set free, while the elements other than Fe were constrained to have the same abundance. The fit became acceptable, with χ2/d.o.f. = 79.2/65, yielding fGal > 0.6, kT = 0.31 ± 0.01 keV, |$Z=0.51_{-0.14}^{+0.1}\, Z_{\odot }$|, and |$Z_{\rm Fe}/Z_{\rm o}=0.52_{-0.06}^{+0.03}$|. Figure 9B (top center) shows the data with its best-fit model (solid line) as well as the residuals (in the bottom panel).
In a similar way, we analyzed the spectra from the other areas (figure 9). As summarized in table 1, the fits were mostly acceptable, and the parameters obtained are relatively similar among these areas. We examine these results in subsection 5.3.
Best-fit model parameters for the MAXI/SSC spectra from Areas A to H in figure 8.
Area ID . | Area size* . | |${f_{\,{\rm Gal}}}^{\dagger }$| . | |${N_\mathrm{\,H,GAL}}^{\ddagger }$| . | kT § . | Z ∥ . | |${Z_{\rm Fe}/Z_{\rm o}}^{\#}$| . | EM** . | Reduced χ2 (dof) . |
---|---|---|---|---|---|---|---|---|
A | 424.4 | 1.0†† | 0.18–0.33 | 0.31 ± 0.02 | 0.30†† | 0.50†† | 3.8 ± 0.4 | 1.22 (53) |
B | 783.1 | 1.0 (>0.6) | 0.35–1.56 | 0.31 ± 0.01 | 0.51|$_{-0.14}^{+0.13}$| | 0.52|$_{-0.06}^{+0.03}$| | 5.2|$_{-1.2}^{+1.6}$| | 1.22 (65) |
C | 833.7 | 1.0†† | 0.21–0.89 | 0.32|$_{-0.02}^{+0.03}$| | 0.30†† | 0.50†† | 1.9 ± 0.3 | 1.01 (50) |
D | 1537.2 | 1.0 (>0.8) | 0.57–2.05 | 0.30 ± 0.01 | 0.22|$_{-0.04}^{+0.06}$| | 0.44|$_{-0.05}^{+0.04}$| | 10.7|$_{-2.5}^{+2.1}$| | 1.83 (74) |
E | 523.7 | 1.0†† | 0.41–1.64 | 0.28|$_{-0.03}^{+0.02}$| | 0.30†† | 0.50†† | 3.3|$_{-0.5}^{+0.8}$| | 0.67 (48) |
F | 871.7 | 1.0†† | 0.14–0.57 | 0.32 ± 0.06 | 0.30†† | 0.50†† | 1.0|$_{-0.2}^{+0.4}$| | 0.60 (40) |
G | 1527.0 | 1.0 (>0.8) | 0.46–1.48 | 0.31 ± 0.01 | 0.32|$_{-0.07}^{+0.24}$| | 0.49|$_{-0.05}^{+0.03}$| | 6.5|$_{-2.7}^{+1.4}$| | 1.48 (65) |
H | 898.8 | 1.0†† | 0.16–0.58 | 0.30†† | 0.30†† | 0.50†† | 1.2 ± 0.1 | 1.15 (36) |
Area ID . | Area size* . | |${f_{\,{\rm Gal}}}^{\dagger }$| . | |${N_\mathrm{\,H,GAL}}^{\ddagger }$| . | kT § . | Z ∥ . | |${Z_{\rm Fe}/Z_{\rm o}}^{\#}$| . | EM** . | Reduced χ2 (dof) . |
---|---|---|---|---|---|---|---|---|
A | 424.4 | 1.0†† | 0.18–0.33 | 0.31 ± 0.02 | 0.30†† | 0.50†† | 3.8 ± 0.4 | 1.22 (53) |
B | 783.1 | 1.0 (>0.6) | 0.35–1.56 | 0.31 ± 0.01 | 0.51|$_{-0.14}^{+0.13}$| | 0.52|$_{-0.06}^{+0.03}$| | 5.2|$_{-1.2}^{+1.6}$| | 1.22 (65) |
C | 833.7 | 1.0†† | 0.21–0.89 | 0.32|$_{-0.02}^{+0.03}$| | 0.30†† | 0.50†† | 1.9 ± 0.3 | 1.01 (50) |
D | 1537.2 | 1.0 (>0.8) | 0.57–2.05 | 0.30 ± 0.01 | 0.22|$_{-0.04}^{+0.06}$| | 0.44|$_{-0.05}^{+0.04}$| | 10.7|$_{-2.5}^{+2.1}$| | 1.83 (74) |
E | 523.7 | 1.0†† | 0.41–1.64 | 0.28|$_{-0.03}^{+0.02}$| | 0.30†† | 0.50†† | 3.3|$_{-0.5}^{+0.8}$| | 0.67 (48) |
F | 871.7 | 1.0†† | 0.14–0.57 | 0.32 ± 0.06 | 0.30†† | 0.50†† | 1.0|$_{-0.2}^{+0.4}$| | 0.60 (40) |
G | 1527.0 | 1.0 (>0.8) | 0.46–1.48 | 0.31 ± 0.01 | 0.32|$_{-0.07}^{+0.24}$| | 0.49|$_{-0.05}^{+0.03}$| | 6.5|$_{-2.7}^{+1.4}$| | 1.48 (65) |
H | 898.8 | 1.0†† | 0.16–0.58 | 0.30†† | 0.30†† | 0.50†† | 1.2 ± 0.1 | 1.15 (36) |
*In units of deg2.
†X-ray absorption strength relative to that assuming Galactic absorption (see text).
‡Distributions of the Galactic H i column density in terms of the 5th to 95th percentiles, in units of 1021 atoms cm−2.
§Plasma temperature in units of keV.
∥Metallicity relative to the solar value |${Z_{\odot}}$|.
|$\#$|Metallicity ratio of iron relative to that of others.
**Emission measure in units of 10−2 cm−6 pc.
††Parameter fixed at this value.
Best-fit model parameters for the MAXI/SSC spectra from Areas A to H in figure 8.
Area ID . | Area size* . | |${f_{\,{\rm Gal}}}^{\dagger }$| . | |${N_\mathrm{\,H,GAL}}^{\ddagger }$| . | kT § . | Z ∥ . | |${Z_{\rm Fe}/Z_{\rm o}}^{\#}$| . | EM** . | Reduced χ2 (dof) . |
---|---|---|---|---|---|---|---|---|
A | 424.4 | 1.0†† | 0.18–0.33 | 0.31 ± 0.02 | 0.30†† | 0.50†† | 3.8 ± 0.4 | 1.22 (53) |
B | 783.1 | 1.0 (>0.6) | 0.35–1.56 | 0.31 ± 0.01 | 0.51|$_{-0.14}^{+0.13}$| | 0.52|$_{-0.06}^{+0.03}$| | 5.2|$_{-1.2}^{+1.6}$| | 1.22 (65) |
C | 833.7 | 1.0†† | 0.21–0.89 | 0.32|$_{-0.02}^{+0.03}$| | 0.30†† | 0.50†† | 1.9 ± 0.3 | 1.01 (50) |
D | 1537.2 | 1.0 (>0.8) | 0.57–2.05 | 0.30 ± 0.01 | 0.22|$_{-0.04}^{+0.06}$| | 0.44|$_{-0.05}^{+0.04}$| | 10.7|$_{-2.5}^{+2.1}$| | 1.83 (74) |
E | 523.7 | 1.0†† | 0.41–1.64 | 0.28|$_{-0.03}^{+0.02}$| | 0.30†† | 0.50†† | 3.3|$_{-0.5}^{+0.8}$| | 0.67 (48) |
F | 871.7 | 1.0†† | 0.14–0.57 | 0.32 ± 0.06 | 0.30†† | 0.50†† | 1.0|$_{-0.2}^{+0.4}$| | 0.60 (40) |
G | 1527.0 | 1.0 (>0.8) | 0.46–1.48 | 0.31 ± 0.01 | 0.32|$_{-0.07}^{+0.24}$| | 0.49|$_{-0.05}^{+0.03}$| | 6.5|$_{-2.7}^{+1.4}$| | 1.48 (65) |
H | 898.8 | 1.0†† | 0.16–0.58 | 0.30†† | 0.30†† | 0.50†† | 1.2 ± 0.1 | 1.15 (36) |
Area ID . | Area size* . | |${f_{\,{\rm Gal}}}^{\dagger }$| . | |${N_\mathrm{\,H,GAL}}^{\ddagger }$| . | kT § . | Z ∥ . | |${Z_{\rm Fe}/Z_{\rm o}}^{\#}$| . | EM** . | Reduced χ2 (dof) . |
---|---|---|---|---|---|---|---|---|
A | 424.4 | 1.0†† | 0.18–0.33 | 0.31 ± 0.02 | 0.30†† | 0.50†† | 3.8 ± 0.4 | 1.22 (53) |
B | 783.1 | 1.0 (>0.6) | 0.35–1.56 | 0.31 ± 0.01 | 0.51|$_{-0.14}^{+0.13}$| | 0.52|$_{-0.06}^{+0.03}$| | 5.2|$_{-1.2}^{+1.6}$| | 1.22 (65) |
C | 833.7 | 1.0†† | 0.21–0.89 | 0.32|$_{-0.02}^{+0.03}$| | 0.30†† | 0.50†† | 1.9 ± 0.3 | 1.01 (50) |
D | 1537.2 | 1.0 (>0.8) | 0.57–2.05 | 0.30 ± 0.01 | 0.22|$_{-0.04}^{+0.06}$| | 0.44|$_{-0.05}^{+0.04}$| | 10.7|$_{-2.5}^{+2.1}$| | 1.83 (74) |
E | 523.7 | 1.0†† | 0.41–1.64 | 0.28|$_{-0.03}^{+0.02}$| | 0.30†† | 0.50†† | 3.3|$_{-0.5}^{+0.8}$| | 0.67 (48) |
F | 871.7 | 1.0†† | 0.14–0.57 | 0.32 ± 0.06 | 0.30†† | 0.50†† | 1.0|$_{-0.2}^{+0.4}$| | 0.60 (40) |
G | 1527.0 | 1.0 (>0.8) | 0.46–1.48 | 0.31 ± 0.01 | 0.32|$_{-0.07}^{+0.24}$| | 0.49|$_{-0.05}^{+0.03}$| | 6.5|$_{-2.7}^{+1.4}$| | 1.48 (65) |
H | 898.8 | 1.0†† | 0.16–0.58 | 0.30†† | 0.30†† | 0.50†† | 1.2 ± 0.1 | 1.15 (36) |
*In units of deg2.
†X-ray absorption strength relative to that assuming Galactic absorption (see text).
‡Distributions of the Galactic H i column density in terms of the 5th to 95th percentiles, in units of 1021 atoms cm−2.
§Plasma temperature in units of keV.
∥Metallicity relative to the solar value |${Z_{\odot}}$|.
|$\#$|Metallicity ratio of iron relative to that of others.
**Emission measure in units of 10−2 cm−6 pc.
††Parameter fixed at this value.
5 Discussions
By accumulating the MAXI/SSC data over a large number (∼104) of ISS revolutions for two years, we have derived soft X-ray maps of the sky that are free of any gaps and have a solid-state energy resolution, typically ∼150 eV (FWHM) at 5.9 keV (Tsunemi et al. 2010). We defined an off-source sky region, and estimated the NXB using the data taken when a given detector area was observing that sky region. By subtracting the NXB estimated in this way, as well as the modeled CXB and the GH, the final soft X-ray sky maps have been derived as in figures 5 and 6. In addition to point sources, figure 6 reveals the Galactic ridge emission in blue, and the EXS in red. The 0.7–1.0 keV SSC map shows good similarity, including the EXS, to the ROSAT map in a similar energy band.
5.1 Possible contribution by the SWCX component
One of the objectives of the present study has been to observe the ROSAT-discovered EXS under a condition wherein the variable and anisotropic SWCX contribution (sub-subsection 3.2.1) is considered to be much lower than in the ROSAT R5 band (0.56–1.21 keV), where the SWCX contribution is estimated (Uprety et al. 2016) to be |$6\% \pm 4\%$| (statistical) |$\pm 4\%$| (systematic). The present SSC results are expected to satisfy this requirement, for the following reasons:
We accumulated the SSC data over 2009–2011, when the solar activity was much lower (sub-subsection 3.2.1) than in the 1990–1991 solar maximum when RASS was conducted.
The SSC data was utilized for >0.7 keV (sub-subsection 3.2.1), where few SWCX lines are present, and the contribution from the stronger low-energy lines should be much smaller thanks to the better energy resolution of the SSC than ROSAT.
The SWCX emission is considered strongest in the cusp regions above the geomagnetic poles (subsection 5.1). However, SSC-Z never sees the cusps, and SSC-H for less than 10% of its observation time because the SSC acquires the data only during night times.
During the two years, each sky region was in the SSC FOV typically for 150 d, and was scanned by the SSC more than 103 times. Therefore, any sporadic count increases due to the SWCX must have been strongly averaged out.
To examine whether the SWCX contributions are really very low in the SSC data, we recalculated the 0.7–1.0 keV map by removing those time periods when the solar proton flux measured with GOES (provided by NOAA3) was ≥4 × 108 cm−2 s−1. Then, the live time was reduced by 6%. When this map is compared with figure 5c at each sky direction, we do not find any difference that is higher than 3 × 10−4 counts deg−2 cm−2 s−1 in the surface brightness. This gives post facto support to the above expectation that the SSC results are little contaminated by the SWCX signals.
Another post facto confirmation is available from figure 7. If the SWCX contribution was significant, we would have observed some spatial differences between MAXI and ROSAT, because it would be very implausible that they were equally contaminated by the SWCX signals. In particular, we should have observed those data points where the ROSAT measurements are higher than the SSC results. However, except for bright variable point sources, the SSC and ROSAT measurements are very well correlated (figure 7, subsection 4.2), at least for data points which are higher than >3 × 10−4 counts deg−2 cm−2 s−1. (The opposite, i.e., the SSC brightness exceeding that with ROSAT, is due to the poor spatial resolution of the SSC, as mentioned in subsection 4.2.) The slight offset, of which the origin is at present unknown, is in the opposite sense because the ROSAT values are lower. Therefore, we conclude that not only the SSC map but also the ROSAT map are relatively free from SWCX signals, and hence the EXS detected in both these maps must be of celestial origin.
5.2 Morphology of the EXS
As already revealed with ROSAT (Snowden et al. 1995), the brightest part of the EXS, Area B in figure 8, forms an arc-like structure, emerging from the Galactic plane at ℓ ∼ 30°, and extending along the North Polar Spur. The EXS brighter than 7 × 10−4 counts deg−2 cm−2 s−1 continues via Area A, forming a large circular structure which almost reaches the north pole (b ≥ 60°), and comes back (Areas C and D) to the Galactic plane at ℓ ∼ 300°. Furthermore, this semicircular structure appears to connect to another curved feature just south of the Galactic plane, which runs through Area G and returns to the Galactic plane at ℓ ∼ 20°. The overall structure (Areas B, A, C, D, and G) thus draws a circle of radius ∼50°, centered at (ℓ, b) ∼ (340°, 15°).
In addition to the main structure of the EXS as described above, we notice in figures 5e and 6 another, fainter and thin, feature, mainly in the southern hemisphere. It follows the main feature through Areas B, A, C, and D, but bifurcates from it at ℓ ∼ 300°, continues down into the south hemisphere through the western edge of Area D into H, and reaches b ∼ −70°. It then comes back, through Areas F and E, to the Galactic plane at ℓ ∼ 30°. This structure thus draws a hollow ellipse, which is approximately centered on the GC and elongated from north-north-west to south-south-east. Although this feature was probably not noticed before, it is also visible in the ROSAT map (figure 5f), which reinforces its detection with the SSC.
Thus, except for the much higher brightness along the North Polar Spur, the overall morphology of the EXS has an approximate north-to-south symmetry. Compared to these EXS distributions, the Fermi Bubble is considerably smaller in size, and appears to be sitting inside the EXS structure. Only in Area B, the outer edge of the Fermi Bubble may be touching the inner edge of the EXS, as pointed out by Kataoka et al. (2013).
5.3 Thin hot plasma of the EXS
The EXS clearly shows thermal spectra (subsection 4.3), as already indicated by the ROSAT observations (Snowden et al. 1995). As summarized in table 1, the temperatures in the eight areas (except H, where the brightness is too low) are all consistent, within errors, at 0.31 keV. In addition, in Areas B, D, and G, where the brightness is rather high, the fit yielded Z = 0.2–0.5 Z⊙ and ZFe/Zo ∼ 0.5. Although we were unable to constrain Z in Areas A, C, E, F, and H, due to the low surface brightness the spectra of these fainter areas are also consistent with Z = 0.3 Z⊙ and ZFe/Zo = 0.5. These spectral results approximately agree with those obtained by Suzaku pointing observations onto very limited and narrow regions of the EXS (Kataoka et al. 2013; Tahara et al. 2015; Akita et al. 2018).
We tried to measure the distance to the bright EXS areas by analyzing the absorption features at low energy. The low-energy emission was found to be absorbed by fGal > 0.6. A more detailed analysis at lower Galactic latitude below 10° or in the low-energy band may give us a hint to solve this problem; this is left as future work.
The energy spectral shapes of fainter areas were expressed by almost the same spectral parameters as the bright areas. The entire structure (bright and faint areas) was added up to form a large elliptical shape centered at the GC. More detailed analysis of faint areas such as the significance of the southern structure or the distribution of GH in the sky, will be reported elsewhere.
5.4 Possible origin of the EXS
If the X-ray large structure is centered on the Galactic center, we can estimate D ∼ 8 kpc. Furthermore, the apparent temperature looks uniform over the large structure. This requires very strong AGN activity in our galaxy, as well as a heat mechanism to keep the temperature constant at a great distance from the GC. Even if it is out of the Galactic plane, it can be a local structure and close to us. The value of D can be 1 kpc. Then, the mass and the total energy will be reduced a lot and could be generated by a hypernova (Iwamoto et al. 1998) or a series of supernovae (Kimura et al. 2013). Detailed discussion of this awaits obtaining a finer spatial resolution and better statistics in the near future.
6 Conclusion
We analyzed the 0.7–7 keV soft X-ray all-sky data acquired with MAXI/SSC during the first two years of its continued operation on the ISS. Carefully removing backgrounds, including the NXB in particular, we obtained NXB-subtracted all-sky maps in three energy bands. The high (2–4 keV) and medium (1–2 keV) energy maps show many point sources as well as the Galactic ridge emission, in agreement with those from the GSC on MAXI and other satellites. The low-energy map for 0.7–1 keV reveals the EXS, in addition to many point sources. The EXS brightness distribution measured with the SSC is fully consistent with that observed by ROSAT in a corresponding energy range, in spite of the 20-year interval. Further taking into account the lower solar activity, the higher energy resolution, and the observation geometry of the SSC, we conclude that the EXS observed with the SSC in the 0.7–1 keV range is a celestial phenomenon, with little contamination by the SWCX. This also applies to the ROSAT R5-band map. The entire outline of the EXS looks like an ellipse centered at the GC, and its brighter part is well within a circle of about 50° radius centered around (ℓ ∼ 340°, b ∼ 15°). The EXS spectra are relatively similar among these regions of different brightness, and can be interpreted as thin thermal emission with a temperature of 0.31 keV and depleted abundances. The interstellar absorption affecting the EXS was constrained as >0.6 times the Galactic absorption column in the corresponding direction. Therefore, the distance to the hot plasmas that emit the EXS still remains uncertain. If the EXS emitter is located at a distance similar to that of the GC, it may be related to some past activity of our GC. If, instead, it is considerably closer to us than the GC, a hypernova or a series of supernovae may be considered as a plausible origin. Future X-ray observations below 0.7 keV will give a further clue to its origin.
Acknowledgment
This research has made use of MAXI data provided by RIKEN, JAXA, and the MAXI team.
Footnotes
EM = ∫n2dL, where n is the plasma density and L is the plasma depth.
References