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natureastronomy
https://doi.org/10.1038/s41550-023-01963-5
Article
Thermalandchemicalpropertiesofthe
eROSITAbubblesfromSuzakuobservations
Anjali Gupta 1,2
, Smita Mathur2,3
, Joshua Kingsbury 1,2
, Sanskriti Das 2
& Yair Krongold4
TheX-raybrightbubblesattheGalacticCentreprovideanopportunityto
understandtheeffectsoffeedbackongalaxyevolution.Theshellsofthe
eROSITAbubblesshowenhancedX-rayemissionovertheskybackground.
Previously,theseshellswereassumedtohaveasingletemperature
componentandtotracetheshock-heatedlower-temperaturehalogas.
UsingSuzakuobservations,weshowthattheX-rayemissionoftheshells
ismorecomplexandbestdescribedbyatwo-temperaturethermalmodel:
onecomponentclosetotheGalaxy’svirialtemperatureandtheotherat
supervirialtemperatures.Furthermore,wedemonstratethattemperatures
ofthevirialandsupervirialcomponentsaresimilarintheshellsandinthe
ambientmedium,althoughtheemissionmeasuresaresignificantlyhigherin
theshells.ThisleadsustoconcludethattheeROSITAbubbleshellsareX-ray
brightbecausetheytracedensergas,notbecausetheyarehotter.Given
thatthepre-andpostshocktemperaturesaresimilarandthecompression
ratiooftheshockishigh,weruleoutthatthebubbleshellstraceadiabatic
shocks,incontrasttowhatwasassumedinpreviousstudies.Wealsoobserve
non-solarNe/OandMg/Oratiosintheshells,favouringstellarfeedback
modelsfortheformationofthebubblesandsettlingalong-standingdebate
ontheirorigin.
The all-sky survey performed by the eROSITA X-ray telescope has
shownalargehourglass-shapedstructureinthecentreoftheMilkyWay
(MW)1
, called the ‘eROSITA bubbles’. The X-ray bright quasi-circular
feature in the northern sky, which includes structures such as the
North Polar Spur and the Loop I, has been known since its discovery
by ROSAT2
. The eROSITA map shows X-ray emission from a similarly
huge quasi-circular annular structure in the southern sky; together
they seem to form giant galactic X-ray bubbles emerging from the
Galactic Centre (GC).
Thelarge-scaleX-rayemissionobservedbyeROSITAinitsmedium
energyband(0.6–1.0 keV)showsthattheintrinsicsizeofthebubbles
is several kiloparsecs across1
. The eROSITA bubbles show striking
morphologicalsimilaritiestothewell-knownFermibubblesdetected
inγ-raybytheFermitelescope3
,buttheyarelargerandmoreenergetic.
TheFermiandeROSITAbubbles(collectivelywecallthemthe‘Galactic
bubbles’) provide an exciting laboratory for studying the feedback
because of their size and the location in the Galaxy. These bubbles
aremagnificentstructuresinjectingenergy/momentumintotheMW
circumgalacticmedium(CGM)orhalo.(TheCGMoftheMWisusually
referredastheGalactic‘halo’.CGMisamoreprevalenttermforexternal
galaxies. Both the terms have essentially the same meaning, and we
will use these terms interchangeably.) To understand the feedback
process,itisimportanttodeterminethethermal,kineticanddynamic
structureofthesebubbles.
TheGalacticbubblesareexpandingintotheMWhalo;wetherefore
examine the spatial distribution of the X-ray emission from the bub-
ble shells and from the halo around them to determine their thermal
structure. We conducted a survey of Suzaku observations with this
Received: 22 January 2022
Accepted: 31 March 2023
Published online: xx xx xxxx
Check for updates
1
Columbus State Community College, Columbus, OH, USA. 2
Department of Astronomy, The Ohio State University, Columbus, OH, USA. 3
Center for
Cosmology and Astro-Particle Physics, The Ohio State University, Columbus, OH, USA. 4
Instituto de Astronomia, Universidad Nacional Autonoma de
Mexico, Mexico City, Mexico. e-mail: agupta1@cscc.edu
Nature Astronomy
Article https://doi.org/10.1038/s41550-023-01963-5
shows the X-ray emission maps of the warm-hot and the hot compo-
nents of the Galactic bubbles and the surrounding halo emission.
Out of our 150 sightlines that probe the Galactic bubbles region,
thehotthermalcomponentisrequiredathighconfidence(F-testprob-
ability)of>99.99%in55sightlines,at>90.0%in80sightlines,andat1σ
significancein127sightlines.Fortheregionsoutsidethebubbles,the
hotcomponentisrequiredattheconfidenceof>99.0%in26sightlines,
at>90.0%in51sightlinesandat1σsignificancein64sightlines,outof
our80sightlines.Figure2showsthehot-componentF-testprobability
mapforallthesightlinesinvestigatedinthiswork.
The best-fit models also require overabundance of nitrogen at
theconfidenceof>90.0%(averageN = 4.2 ± 0.2 solar)inthewarm-hot
phase, both from and around the bubbles. Towards the 10 Galactic
bubbles sightlines (but not outside the bubbles), the best-fit model
also requires supersolar abundance ratios of neon to oxygen at >1σ
significance (average Ne = 2.1 ± 0.2 solar). Supersolar magnesium to
oxygenratio(Mg = 3.6 ± 1.4 solar)isalsorequiredalongonesightline.
The presence of the warm-hot, virial-temperature gas in
the Galactic halo has been known for years4–9
; however, the
supervirial-temperaturegaswasrecentlydiscovered.Thefirstrobust
detection was in the sightline to 1ES1553 + 113 passing close to the
North Polar Spur/Loop I region of the Galactic bubbles10,11
. Later, the
similar-temperature hot gas was detected towards three other sight-
lines passing close to and away from the Galactic bubbles12
. These
studies showed the presence of the hot gas in the Galactic halo, but it
wasnotknownhowubiquitousitis.
Inthisworkwehavedetectedthehotgastowardsalargenumber
ofsightlinesdistributedalloverthesky.Weconfirmedwithhighcon-
fidence that the supervirial-temperature plasma is widespread in the
Galaxy and it is not necessarily associated with the Galactic bubbles
only (Fig. 2). This has important implications for our understanding
ofthebubbles.
The Galactic bubbles are believed to have formed by the GC
feedback (for example, refs. 13–15); this has generated shocks in the
northern and the southern hemispheres, and these shocks have been
expandingintotheGalactichalo.Theshapeandspeedofshockstravel-
ling through the MW CGM depend on the CGM density, pressure and
temperature. Thus to characterize the properties of the shocks, we
examined the variation in thermal parameters of the warm-hot and
the hot phases of the shocked (bubble shells) and unshocked (outer
halo)plasmaoftheGalactichalo.
Figure 3 shows the distribution of emission measures (EMs) and
temperaturesofboththethermalcomponentsasafunctionofGalactic
longitude.WeseethattheEMsarequitehigherforsightlinespiercing
goal.Weselected230archivalSuzakuobservationsofthesoftdiffuse
X-raybackground(SDXB)tocharacterizetheX-rayemissionfromthe
Galactic bubbles (Galactic longitudes 300° < l < 60°) and from the
surroundingextendedhalo(60° < l < 300°).
ToextracttheGalacticbubbles/haloemissionfromtheSDXB,itis
crucial to accurately model the other components of the SDXB, such
as the Local Bubble, solar wind charge-exchange, the cosmic X-ray
backgroundandtheinstrumentalbackground.Weincludedemission
fromthesecomponentsinthespectralfitting(Methods).
Results
Atwo-temperaturespectralmodel
Typically the Galactic bubbles/halo emission is described by a
single-temperature thermal component. However, our spectral fits
totheSuzakuspectrashowthattheX-rayemissionofthebubbleshells,
and of the outer halo, is best described by two-thermal components
(Methods), a warm-hot phase near the Galaxy’s virial temperature
kT ≈ 0.2 keV (2.3 × 106
K) and a hot phase at supervirial temperatures
rangingbetweenkT = 0.4 keVandkT = 1.1 keV(0.5–1.3 × 107
K).Figure1
60°
30°
0°
–30°
–60°
–30°
–60°
150° 120° 90° 60° 30° 330° 300° 270° 240° 210°
0.040
0.020
0.010
0.005
0.001
0.2 0.4 0.6 0.8 1.0 1.2 1.4
kT (keV)
0.2 0.4 0.6 0.8 1.0 1.2 1.4
kT (keV)
Emission measure (cm–6
pc)
0.010
0.005
0.001
Emission measure (cm–6
pc)
0°
60°
30°
0°
150° 120° 90° 60° 30° 330° 300° 270° 240° 210°
0°
Fig.1|X-rayemissionmapsfromourSuzakusurveyoftheGalacticbubbles
andthesurroundinghaloregions.Figuresontopandbottomshowthe
distributionofthewarm-hotandthehotphases,respectively.Thecolourofeach
circleindicatestemperature,andtheradiusisproportionaltotheEM.Thesolid
redlinemarksX-rayeROSITAbubblesandthereddashedlinesrepresenttheedge
oftheγ-rayFermibubbles.
100
95
90
85
80
75
70
F-test statistic (%)
0°
150°
–30°
–60°
30°
60°
120° 90° 60° 30° 330° 300° 270° 240° 210°
0°
Fig.2|F-testprobabilitymapforthehot-componentsignificancerequired
overthestandardthree-componentSDXBmodelfortheSuzakuobservations
investigatedinthiswork.Emptycircleswithredcrossesmarkthesightlinesfor
whichaddingahotthermalcomponentdidnotimprovethefit.
Nature Astronomy
Article https://doi.org/10.1038/s41550-023-01963-5
thebubblesthanfortheouterhalosightlines.However,thetempera-
tures of the warm-hot and hot components are similar in/outside the
shells. X-ray surface brightness of a gaseous medium depends on its
temperature and the EM. Our results show that the Galactic bubble
shellshavehigherEMs,butnothighertemperature,thanthesurround-
ing halo, contrary to the current proposed models of the bubbles1
. As
theEMisproportionaltothedensitysquare,wearguethatthehigher
X-ray surface brightness of the Galactic bubble shells as seen in the
eROSITA all-sky map is a result of the compressed denser gas, but it is
nothotterthanthesurroundingmedium.
Theshockproperties
TheeROSITAbubblesareprobablyproducedbyshocksthathavebeen
driven into the northern and the southern Galactic halo. The speed
andshapeofshocksdependonthetotalenergyinputandthethermal
parametersoftheambientplasma.Multiplestudieshaveattemptedto
characterizetheX-rayemissionfromtheGalacticbubbles1,16–21
.These
authors assumed a single temperature for the X-ray-emitting shells,
and measured it to be ~0.3 keV. They interpreted that this emission
arises in the weakly shock-heated Galactic halo gas at T ≈ 0.2 keV, and
they estimated a Mach number of the shock of M ≈ 1.5 using the Rank-
ine–Hugoniot (R–H) conditions for the assumed temperature1,16,19
.
WehavefoundthattheX-rayspectralmodelismorecomplexthan
previouslyassumed.Theshellsarebestdescribedbyatwo-temperature
modelandthetemperaturesinandaroundtheshellsaresimilar.This
showsthattheshellsarenotshockheated;theshellsarebrightbecause
theytracedensergas,nothottergas.Wecomparedthethermalparam-
etersofthebubbleshellsandthepreshockhalogastoinfertheshock
propertiesfurther(followingDraine22
).ThegasdensityoftheeROSITA
bubbles’shellsareestimatedfromthemeasuredvaluesoftheEMs.The
EMisgivenbyn2
L,wherenisthedensity(assumingauniformmedium)
and L is the line-of-sight path length. The average line-of-sight path
lengthisaboutL ≈ 5 kpc,forashellofouterradiusof~ 7 kpcandthick-
nessof~4 kpc(fromPredehletal.1
).Thisresultsinanaveragedensityof
nshell ≈ 1.6 × 10−3
cm−3
within the shells. The Galactic halo studies (both
observational and theoretical) have estimated the halo density to be
about 2–5 × 10−4
cm−3
at a distance of 10 kpc (approximate location of
theshells)fromtheGC8,23–25
.Adoptingtheunperturbedhalodensityof
no = 4 × 10−4
cm−3
(thesameasusedbyPredehletal.1
),wecalculatedthe
compressionratioofshocktobe~4.0.Foraweakadiabaticshock,the
postshockdensitycanonlymarginallyincreaseaccordingtotheR–H
conditionfordensity.Thelargecompressionratiowemeasureisincon-
sistentwiththeassumptionofaweakadiabaticshockinPredehletal.1
.
Furthermore,theestimated0.3-keVplasmadensityof0.002 cm−3
in Predehl et al.1
is a factor of about 5 times larger than their adopted
valueofthepreshockedhalodensityof4 × 10−4
cm−3
.However,accord-
ingtotheR–Hconditionfordensityforanon-radiativeshockofM = 1.5,
thedensityratioshouldbe~1.7instead.Eveninthelimitofaverystrong
shockM → ∞,thedensityjumpforanon-radiativeshockisboundedby
avalueof(γ + 1)/(γ − 1)bwhichequals4forγ = 5/3,andcannotbeashigh
as5.Thusweseethattheshockscannotbeadiabatic.
Detailed theoretical calculations of the shock properties of the
eROSITA bubbles are beyond the scope of this paper. Any successful
modeloftheseenigmaticbubblesmustexplaintheobservedthermal
andchemicalpropertiespresentedinthispaper.
Discussion
Comparisonwithpreviousstudies
Previous studies used a single-temperature model with fixed rela-
tive abundances to define the X-ray emission and inferred that the
Galactic bubble shells have temperatures of kT ≈ 0.3 keV (refs. 16–21)
orkT ≈ 0.4 keV(ref.26).ThisishigherthanthetemperatureoftheMW
CGM of ~0.2 keV, which led them to conclude that the bubble shells
representshock-heatedgas.Furthermore,usingtheratioofthepre-and
0.05
0.04
0.03
0.02
0.01
0
0.35
0.30
0.25
0.20
0.15
0.10
EM
(cm
–6
pc)
kT
(keV)
1.4
1.0
1.2
0.8
0.6
0.4
0.2
kT
(keV)
EM
(cm
–6
pc)
180 140 100 60 20 340
/ (°)
300 260 220 180
0 180 140 100 60 20 340
/ (°)
300 260 220 180
0
180
0
0.0025
0.0050
0.0075
0.0100
0.0125
0.0150
0.0175
140 100 60 20 340
/ (°)
300 260 220 180
0 180 140 100 60 20 340
/ (°)
300 260 220 180
0
a
b
Fig.3|Distributionoftheemissionmeasuresandthetemperaturesofthe
warm-hotandthehotcomponentsoftheX-rayemission. a,b,Thewarm-hot
component(a)andthehotcomponent(b).Themapcoversb > 15°andb < −15°.
Thereportederrorsareof1σsignificance.TheGalacticbubblesregionisshown
bythegrey-shadedband.Theredverticalbarsincludeerrorsaswellasthe
dispersionofthedataover10°bins.
Nature Astronomy
Article https://doi.org/10.1038/s41550-023-01963-5
postshocktemperatures,theseworksestimatedtheshockspeed,age
andenergyofthebubbles.Weshowthattheuseofasingle-temperature
model to represent the shell emission was too simplistic, leading to
incorrect physical modelling of the bubbles. In this work, using the
better spectral models, we accurately measured the temperatures,
EMsandrelativemetalabundancesoftheplasmainthebubbleshells.
Weestimatedthattheaveragedensityofthewarm-hotcomponent
of the bubbles is about four times larger than the preshock halo gas.
Foranadiabatic(non-radiative)shock,themaximumdensityjumppos-
sibleisequalto4,inthelimitofaverystrongshockwithMachnumber
M → ∞.Butsuchastrongshockshouldalsocauseasubstantialincrease
in temperature. Given that the pre- and postshock temperatures are
similar, and the compression ratio of the shock is high, we rule out
that the bubble shells trace adiabatic shocks, in contrast to what was
assumedinPredehletal.1
(Methods).
Activegalacticnucleusorstellarfeedback?
ThephysicaloriginoftheGalacticbubblesisstillunderdebate.Since
the discovery of the Fermi bubbles, there have been a lot of efforts to
understand the formation mechanism of the bubbles, with several
theoretical models proposed in the literature. On the basis of their
feedback mechanisms, these models can be broadly divided into two
categories:oneisthenuclearstar-formingactivitysimilartostarburst
galaxiesandtheotheristhepastactivegalacticnucleusactivityofthe
GC supermassive black hole.
Metal abundance measurements provide a useful insight on the
originofthebubbles.Inthestar-formationactivityscenarios,thebub-
blesareenrichedbymetalsproducedbySNeandstellarwinds,whose
abundancesaredifferentfromthatintheinterstellarmedium.Onthe
otherhand,intheactivegalacticnucleuswindscenario,theabundance
ofthewindwouldbethesameastheambientinterstellarmediumthat
accretes onto the GC supermassive black hole. In this work, we have
measuredsupersolarabundancesofneonandmagnesium,compared
withoxygen,towardsafewsightlinespassingthroughthebubbles;this
supportsthestarformation-relatedfeedbackscenariofortheforma-
tionoftheGalacticbubbles.
Methods
Data selection and reduction
In this work, we analysed the Suzaku archival observations probing
the eROSITA bubbles’ regions towards the centre of the Galaxy, as
well as the surrounding fields. For the Galactic bubbles’ regions we
selected observations with exposure time of ≥20 ks. As can be seen in
the eROSITA all-sky map, the surrounding fields are much fainter in
X-rays; therefore, we selected the observations with higher exposure
times of ≥50 ks. Furthermore, to avoid the contamination from the
Galactic disk, we chose targets at least 15° above/below the Galactic
plane. This yielded multiple observations of 150 and 80 fields, prob-
ingtheGalacticbubblesandthesurroundingregions,respectively.
WeperformedSuzakudatareductionwithHEAsoftv.6.29.Weused
thedatafromtheback-illuminatedX-rayimagingspectrometer1(XIS1)
detector only, as this has better sensitivity at low energies than the
front-illuminatedXIS0andXIS3detectors.Wecombinedthedatataken
inthe3 × 3and5 × 5observationmodes.Weappliedextrascreeningto
thedatainadditiontothestandardscreeningdescribedintheSuzaku
Data Reduction Guide. To minimize the detector background, we
excludedtimeswhenthecut-offrigidity(COR)oftheEarth’smagnetic
fieldwaslessthan8 GV(thedefaultvalueisCOR = 2 GV).Furthermore,
weincreasedthefiltervalueoftheanglebetweenSuzaku’slineofsight
andthelimboftheEarth(ELV)fromthedefaultvalueof5°to10°.This
minimizestheexcesseventsinthe0.5–0.6 keVbandduetosolarX-rays
scatteredofftheEarth’satmosphere27
.
TheactivityofourownSuncanaffectthespaceweatherandcon-
taminate data taken by space observatories. The Sun was at its mini-
mum in the 11-year solar activity cycle when Suzaku was launched on
10July2005,approachingitsmaximumfromearly2011to2014.Solar
X-rays interact with the neutral oxygen in the Earth’s atmosphere and
generate a fluorescent emission line at 0.525 keV (ref. 28). This line in
thesoftX-raybandcanbedetectedbyinstrumentsonboardsatellitesin
thelow-Earthorbits,suchasSuzaku.Guptaetal.12
reportedthat,infour
Suzaku spectra taken in 2014, the O i intensity was about 25% to 130%
oftheOviiintensity(attemperaturesofafewmillionkelvin,theOvii
andOviiiemissionlinesarethedominantfeaturescharacterizingthe
MWCGMorthebubbles).TheOicontaminationcanbeminimizedby
removingeventstakenduringtimeintervalswhentheelevationangle
fromthebrightEarthlimb(theDYE_ELVparameter)islarger28
,aswedid.
Forobservationstakenin2011–2015,wecarefullyquantifiedtheO
ifluorescencelinecontaminationinouranalysis(fordetailsseeref. 12).
WeexaminedtheOiemissionwithrespecttodifferentDYE_ELVvalues
(>20°, >40° and >60°) and selected the best value for the DYE_ELV
parameterthatprovidedagoodbalancebetweenoptimizingtheeffec-
tive exposure time and mitigating the O i contamination. We then
modelledtheresidualOiemissionwithaGaussianlineinthespectral
analysis. For observations taken before 2011, we applied standard
screeningofDYE_ELV > 20°.
Thegoalofthisworkwastoanalysethediffuseemission;henceit
wasimportanttoremovepointsources.Wegeneratedthe0.5–2.0 keV
imagesandidentifiedthebrightpointsources.Weselectedthepoint
sourceexclusionregionsofradiiof 1′
− 3′
(cf.SuzakuXRT’shalf-power
diameter of 1.8′ to 2.3′). Then we extracted the diffuse emission spec-
trum from the entire field of view after excluding the point source
regions. We produced the redistribution matrix files using the xisrm-
fgenftool,inwhichthedegradationofenergyresolutionanditsposi-
tion dependence are included. We also prepared ancillary response
files using xissimarfgen ftool. For the ancillary response file calcula-
tions,weassumedauniformsourceofradius20"andusedadetector
maskthatremovedthebadpixelregions.Weestimatedthetotalinstru-
mentalbackgroundfromthedatabaseofthenightEarthdatawiththe
xisnxbgenftool.
Spectralanalysis
We performed all the spectral fitting with Xspec v.12.11.1 (ref. 29). We
modelledallthethermalplasmacomponentsincollisionalionization
equilibriumwiththeAPEC(v.3.0.9)modelandusedsolarrelativemetal
abundances30
.ForabsorptionbytheGalacticdisk,weusedthephabs
modelinXspec.
Suzaku provides an opportunity to resolve the different compo-
nentsoftheSDXBasaresultofitslowandstabledetectorbackground
even at low energies (0.3–1.0 keV). The SDXB spectrum is usually
describedbyathree-componentmodelconsistingof(1)aforeground
component of the Local Bubble and solar wind charge-exchange,
modelled as an unabsorbed thermal plasma emission in collisional
ionization equilibrium, (2) a background component of cosmic X-ray
background (made of unresolved point sources) modelled with an
absorbed power law and (3) the MW halo emission, modelled as an
equilibrium thermal plasma absorbed by the cold gas in the Galactic
disk(thehaloemissiontowardstheGCisdominatedbythebubbles1
).
Recentlywefoundthatinafewobservationsanextraabsorbedthermal
componentand/orenhancedNeabundanceisrequiredtoexplainthe
excess emission near 0.7–0.9 keV in the Suzaku12
and XMM-Newton11
SDXBspectra.
We started with fitting the Suzaku SDXB spectra with a
three-component model. The temperature of the foreground com-
ponent was frozen at kT = 0.1 keV (for example, refs. 31–34), but we
allowed the normalization to vary. We modelled the Galactic bubbles
(or the extended CGM) emission as single-temperature collisionally
ionized plasma characterized by temperature (kT) and EM, and with
fixed metallicity. The X-ray emission data do not contain any line or
edgeofhydrogen.Thuswecannotobtainabsolutemetalabundances
fromX-rayemissiondataalone.Instead,theX-rayobservationsprovide
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Article https://doi.org/10.1038/s41550-023-01963-5
constraints on relative metal abundances, for example N/O, C/O and
Ne/O. We fixed the total metallicity to 1 (in solar units) for both the
thermalcomponentsasthetotalmetallicityandnormalizations(orEM)
are degenerate in the APEC model. We allowed the power-law photon
indexandthenormalizationtovaryinthespectralfits.
This three-component model provided a poor fit to most of the
datasets, showing strong excess emission at low (~0.4–0.5 keV) and
high(0.8–1.0 keV)energybands.AnexampleoftheSuzakuspectrum
for one observation showing these excess emissions is shown in Sup-
plementaryFig.1(toppanel).
SinceNviiandNeixhavestrongtransitionsat0.5 keVand0.9 keV,
respectively, we allowed the nitrogen and neon relative abundances
to vary in our above model. That provided a slightly better fit but still
left notable excess emission at the higher energy side (0.8–1.0 keV).
To fit the higher-energy excess emission we added an extra thermal
componenttoourmodel.Thissubstantiallyimprovedthefitformost
of our datasets. An example of the best-fit two-temperature model is
showninSupplementaryFig.1(bottompanel).Thetemperatureofthe
secondthermalcomponentismuchhigher(kT = 0.4–1.1 keV)thanthat
of the first (kT ≈ 0.2 keV, known as the warm-hot component); we call
thisthehotcomponent.
A recent study35
has shown that the CGM spectra can be fitted
with a non-equilibrium ionization model. This, in principle, could be
an alternative to our two-temperature model. To test this possibility,
we fitted our data with the non-equilibrium ionization model, but
found that the fits were worse. Therefore, we use our results of the
two-temperaturemodelinallthefurtherdiscussion.
We have used abundances from Anders and Grevesse30
in the
aboveanalysis.Weobtainedsimilarresultsusingtheabundancesfrom
Loddersetal.36
.
Distributionofthermalparameters
Galactic bubbles’ region. The temperature of the warm-hot com-
ponent from the bubble shells is consistent within errors, with an
average value of kT = 0.205 ± 0.003 ± 0.002 keV (statistical and sys-
tematic errors). The EMs of the warm-hot component of the bubbles
regionsvariesgreatlyintherange2.2–46.9 × 10−3
cm−6
pcwithamean
of 13.9 × 10−3
cm−6
pc (and median of 12.7 × 10−3
cm−6
pc). Overabun-
dance of nitrogen by 1.3–10.3 solar in the warm-hot phase is required
for most of the observations that are not contaminated by the local
O i emission. In observations contaminated by O i, we were not able
toconstrainthenitrogenabundance;therefore,wefixedthattosolar.
A few sightlines also require supersolar abundances of neon and
magnesium,comparedwithoxygen.
The measured temperatures and EMs of the hot gas in the bub-
ble regions are in the range of 0.4–1.1 keV and 0.4–13.9 × 10−3
cm−6
pc,
respectively, with mean values of 0.741 ± 0.018 keV and
2.3 × 10−3
cm−6
pc. The emission from the hot component is substan-
tiallyfainterthanthatfromthewarm-hotcomponent.
Extended halo region.Thewarm-hotcomponenthasauniformtem-
perature of kT = 0.201 ± 0.004 ± 0.003 keV, similar to those in the
bubbles’ regions. The hot component has a temperature in the range
of kT = 0.4–1.2 keV, with a mean value of 0.837 ± 0.028 keV. The aver-
agetemperatureofthehotcomponentisslightlylowerinthebubbles’
regionincomparisontotheouterhalo,althoughthetwoareconsistent
with each other within 3σ. However, for both components, the EMs
in the extended halo regions are much lower than the EMs from the
bubbles regions. The EMs of the warm-hot phase are in the range of
0.8–14.2 × 10−3
cm−6
pcwithameanof4.4 × 10−3
cm−6
pc.Thehotphase
EMs are much lower, with a range of 0.2–1.5 × 10−3
cm−6
pc and a mean
of 6.1 × 10−4
cm−6
pc. We also found that nitrogen is overabundant by
1.0–11.4solarinthewarm-hotphase.However,supersolarabundances
of neon and magnesium, compared with oxygen, are not required
towardsanyofthesightlines.
Thermal parameters of the Galactic bubbles and the extended
haloregionsaregiveninSupplementaryTable1.
Northernversussouthernbubbles.Wecomparedthethermalproper-
tiesofthenorthern(b> 15°)andthesouthern(b< −15°)bubbles.Wehave
plottedthetemperaturesandEMsoftheGalacticbubblessightlinesver-
sustheGalacticlatitudeinSupplementaryFig.2.Thesightlinesprobing
thenorthernbubblehavecomparativelyhigherEMsthanthesouthern
bubble, but their temperatures are similar. For the northern bubble,
the warm-hot and the hot components have average temperatures of
0.203 ± 0.003 ± 0.002 keV and 0.734 ± 0.018 ± 0.010 keV and average
EMs of 14.8 ± 0.9 ± 0.2 × 10−3
cm−6
pc and 2.5 ± 0.2 ± 0.1 × 10−3
cm−6
pc,
respectively. The warm-hot and the hot components of the south-
ern bubble have similar temperatures of 0.210 ± 0.005 ± 0.003 keV
and 0.759 ± 0.024 ± 0.020 keV, but have lower EMs of
9.4±1.1±0.3×10−3
cm−6
pcand1.6±0.4±0.1×10−3
cm−6
pc,respectively.
TheEMofthewarm-hotcomponentdecreaseswithGalacticlati-
tudeouttoaboutb ± 45,thenbecomescomparativelyuniform.Thehot
component EM variation shows a similar trend but is less prominent.
ThedecreaseintheEMwithGalacticlatitudeisinagreementwiththe
eROSITAX-rayemissionall-skymap,whichshowsverybrightemission
at the base of the bubbles, with the surface brightness falling mono-
tonically away from the base. We do not find any such relation in the
distribution of temperatures with the Galactic latitude. This further
confirms that regions with brighter emission in the eROSITA all-sky
maphavehigherEMsbutarenothotterthanthesurroundingmedium.
For the northern and the southern bubbles, the total X-ray
surface brightness (0.5–2.0 keV) of the warm-hot component is
3.1 ± 0.6 × 10−15
ergs cm−2
s−1
arcmin
−2
.Assumingaprojectedareaofthe
eROSITAbubblesof35° × 35° × πforeachbubble(fromPredehletal.1
),
we calculated a total flux of 6.5 ± 0.9 × 10−8
ergs cm−2
s−1
and
4.1 ± 0.5 × 10−8
ergs cm−2
s−1
for the northern and southern bubbles,
respectively. Further assuming a distance of 10.6 kpc (from Predehl
et al.1
), we estimated the luminosities of the northern and southern
bubbles to be 8.7 ± 1.3 × 1038
ergs s−1
and 5.6 ± 0.8 × 1038
ergs s−1
,
respectively.
Dataavailability
ThedatapresentedinthispaperarepubliclyavailableattheHighEnergy
AstrophysicsScienceArchiveResearchCenter(HEASARC)archive.
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Acknowledgements
This research has made use of data obtained from the Suzaku satellite,
a collaborative mission between the space agencies of Japan
(Japan Aerospace Exploration Agency (JAXA)) and the USA (National
Aeronautics and Space Administration (NASA)). We are grateful to
B. Ryden for her notes of the ‘Radiate Gas Dynamics’ graduate course
at Ohio State. We gratefully acknowledge support through the NASA
Astrophysics Data Analysis Program (ADAP) grants 80NSSC18K0419
to A.G. and NNX16AF49G to S.M.
Authorcontributions
A.G. did the X-ray data analysis and wrote the text. S.M. contributed
to the interpretation of the results and revised the manuscript. J.K. did
the Suzaku data reduction and made the images. S.D. and Y.K. helped
with the interpretation of the results. All the coauthors contributed to
the discussion and commented on the manuscript.
Competinginterests
The authors declare no competing interests.
Additionalinformation
Supplementaryinformation The online version contains supplementary
material available at https://doi.org/10.1038/s41550-023-01963-5.
Correspondence and requests for materialsshould be addressed to
Anjali Gupta.
Peer review information Nature Astronomy thanks Kartick Sarkar,
Masayoshi Nobukawa and the other, anonymous, reviewer(s) for their
contribution to the peer review of this work.
Reprints and permissions informationis available at
www.nature.com/reprints.
Publisher’s note Springer Nature remains neutral with regard to
jurisdictional claims in published maps and institutional affiliations.
Springer Nature or its licensor (e.g. a society or other partner) holds
exclusive rights to this article under a publishing agreement with
the author(s) or other rightsholder(s); author self-archiving of the
accepted manuscript version of this article is solely governed by the
terms of such publishing agreement and applicable law.
© The Author(s), under exclusive licence to Springer Nature Limited
2023

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Thermal and chemical properties of the eROSITA bubbles from Suzaku observations

  • 1. Nature Astronomy natureastronomy https://doi.org/10.1038/s41550-023-01963-5 Article Thermalandchemicalpropertiesofthe eROSITAbubblesfromSuzakuobservations Anjali Gupta 1,2 , Smita Mathur2,3 , Joshua Kingsbury 1,2 , Sanskriti Das 2 & Yair Krongold4 TheX-raybrightbubblesattheGalacticCentreprovideanopportunityto understandtheeffectsoffeedbackongalaxyevolution.Theshellsofthe eROSITAbubblesshowenhancedX-rayemissionovertheskybackground. Previously,theseshellswereassumedtohaveasingletemperature componentandtotracetheshock-heatedlower-temperaturehalogas. UsingSuzakuobservations,weshowthattheX-rayemissionoftheshells ismorecomplexandbestdescribedbyatwo-temperaturethermalmodel: onecomponentclosetotheGalaxy’svirialtemperatureandtheotherat supervirialtemperatures.Furthermore,wedemonstratethattemperatures ofthevirialandsupervirialcomponentsaresimilarintheshellsandinthe ambientmedium,althoughtheemissionmeasuresaresignificantlyhigherin theshells.ThisleadsustoconcludethattheeROSITAbubbleshellsareX-ray brightbecausetheytracedensergas,notbecausetheyarehotter.Given thatthepre-andpostshocktemperaturesaresimilarandthecompression ratiooftheshockishigh,weruleoutthatthebubbleshellstraceadiabatic shocks,incontrasttowhatwasassumedinpreviousstudies.Wealsoobserve non-solarNe/OandMg/Oratiosintheshells,favouringstellarfeedback modelsfortheformationofthebubblesandsettlingalong-standingdebate ontheirorigin. The all-sky survey performed by the eROSITA X-ray telescope has shownalargehourglass-shapedstructureinthecentreoftheMilkyWay (MW)1 , called the ‘eROSITA bubbles’. The X-ray bright quasi-circular feature in the northern sky, which includes structures such as the North Polar Spur and the Loop I, has been known since its discovery by ROSAT2 . The eROSITA map shows X-ray emission from a similarly huge quasi-circular annular structure in the southern sky; together they seem to form giant galactic X-ray bubbles emerging from the Galactic Centre (GC). Thelarge-scaleX-rayemissionobservedbyeROSITAinitsmedium energyband(0.6–1.0 keV)showsthattheintrinsicsizeofthebubbles is several kiloparsecs across1 . The eROSITA bubbles show striking morphologicalsimilaritiestothewell-knownFermibubblesdetected inγ-raybytheFermitelescope3 ,buttheyarelargerandmoreenergetic. TheFermiandeROSITAbubbles(collectivelywecallthemthe‘Galactic bubbles’) provide an exciting laboratory for studying the feedback because of their size and the location in the Galaxy. These bubbles aremagnificentstructuresinjectingenergy/momentumintotheMW circumgalacticmedium(CGM)orhalo.(TheCGMoftheMWisusually referredastheGalactic‘halo’.CGMisamoreprevalenttermforexternal galaxies. Both the terms have essentially the same meaning, and we will use these terms interchangeably.) To understand the feedback process,itisimportanttodeterminethethermal,kineticanddynamic structureofthesebubbles. TheGalacticbubblesareexpandingintotheMWhalo;wetherefore examine the spatial distribution of the X-ray emission from the bub- ble shells and from the halo around them to determine their thermal structure. We conducted a survey of Suzaku observations with this Received: 22 January 2022 Accepted: 31 March 2023 Published online: xx xx xxxx Check for updates 1 Columbus State Community College, Columbus, OH, USA. 2 Department of Astronomy, The Ohio State University, Columbus, OH, USA. 3 Center for Cosmology and Astro-Particle Physics, The Ohio State University, Columbus, OH, USA. 4 Instituto de Astronomia, Universidad Nacional Autonoma de Mexico, Mexico City, Mexico. e-mail: agupta1@cscc.edu
  • 2. Nature Astronomy Article https://doi.org/10.1038/s41550-023-01963-5 shows the X-ray emission maps of the warm-hot and the hot compo- nents of the Galactic bubbles and the surrounding halo emission. Out of our 150 sightlines that probe the Galactic bubbles region, thehotthermalcomponentisrequiredathighconfidence(F-testprob- ability)of>99.99%in55sightlines,at>90.0%in80sightlines,andat1σ significancein127sightlines.Fortheregionsoutsidethebubbles,the hotcomponentisrequiredattheconfidenceof>99.0%in26sightlines, at>90.0%in51sightlinesandat1σsignificancein64sightlines,outof our80sightlines.Figure2showsthehot-componentF-testprobability mapforallthesightlinesinvestigatedinthiswork. The best-fit models also require overabundance of nitrogen at theconfidenceof>90.0%(averageN = 4.2 ± 0.2 solar)inthewarm-hot phase, both from and around the bubbles. Towards the 10 Galactic bubbles sightlines (but not outside the bubbles), the best-fit model also requires supersolar abundance ratios of neon to oxygen at >1σ significance (average Ne = 2.1 ± 0.2 solar). Supersolar magnesium to oxygenratio(Mg = 3.6 ± 1.4 solar)isalsorequiredalongonesightline. The presence of the warm-hot, virial-temperature gas in the Galactic halo has been known for years4–9 ; however, the supervirial-temperaturegaswasrecentlydiscovered.Thefirstrobust detection was in the sightline to 1ES1553 + 113 passing close to the North Polar Spur/Loop I region of the Galactic bubbles10,11 . Later, the similar-temperature hot gas was detected towards three other sight- lines passing close to and away from the Galactic bubbles12 . These studies showed the presence of the hot gas in the Galactic halo, but it wasnotknownhowubiquitousitis. Inthisworkwehavedetectedthehotgastowardsalargenumber ofsightlinesdistributedalloverthesky.Weconfirmedwithhighcon- fidence that the supervirial-temperature plasma is widespread in the Galaxy and it is not necessarily associated with the Galactic bubbles only (Fig. 2). This has important implications for our understanding ofthebubbles. The Galactic bubbles are believed to have formed by the GC feedback (for example, refs. 13–15); this has generated shocks in the northern and the southern hemispheres, and these shocks have been expandingintotheGalactichalo.Theshapeandspeedofshockstravel- ling through the MW CGM depend on the CGM density, pressure and temperature. Thus to characterize the properties of the shocks, we examined the variation in thermal parameters of the warm-hot and the hot phases of the shocked (bubble shells) and unshocked (outer halo)plasmaoftheGalactichalo. Figure 3 shows the distribution of emission measures (EMs) and temperaturesofboththethermalcomponentsasafunctionofGalactic longitude.WeseethattheEMsarequitehigherforsightlinespiercing goal.Weselected230archivalSuzakuobservationsofthesoftdiffuse X-raybackground(SDXB)tocharacterizetheX-rayemissionfromthe Galactic bubbles (Galactic longitudes 300° < l < 60°) and from the surroundingextendedhalo(60° < l < 300°). ToextracttheGalacticbubbles/haloemissionfromtheSDXB,itis crucial to accurately model the other components of the SDXB, such as the Local Bubble, solar wind charge-exchange, the cosmic X-ray backgroundandtheinstrumentalbackground.Weincludedemission fromthesecomponentsinthespectralfitting(Methods). Results Atwo-temperaturespectralmodel Typically the Galactic bubbles/halo emission is described by a single-temperature thermal component. However, our spectral fits totheSuzakuspectrashowthattheX-rayemissionofthebubbleshells, and of the outer halo, is best described by two-thermal components (Methods), a warm-hot phase near the Galaxy’s virial temperature kT ≈ 0.2 keV (2.3 × 106 K) and a hot phase at supervirial temperatures rangingbetweenkT = 0.4 keVandkT = 1.1 keV(0.5–1.3 × 107 K).Figure1 60° 30° 0° –30° –60° –30° –60° 150° 120° 90° 60° 30° 330° 300° 270° 240° 210° 0.040 0.020 0.010 0.005 0.001 0.2 0.4 0.6 0.8 1.0 1.2 1.4 kT (keV) 0.2 0.4 0.6 0.8 1.0 1.2 1.4 kT (keV) Emission measure (cm–6 pc) 0.010 0.005 0.001 Emission measure (cm–6 pc) 0° 60° 30° 0° 150° 120° 90° 60° 30° 330° 300° 270° 240° 210° 0° Fig.1|X-rayemissionmapsfromourSuzakusurveyoftheGalacticbubbles andthesurroundinghaloregions.Figuresontopandbottomshowthe distributionofthewarm-hotandthehotphases,respectively.Thecolourofeach circleindicatestemperature,andtheradiusisproportionaltotheEM.Thesolid redlinemarksX-rayeROSITAbubblesandthereddashedlinesrepresenttheedge oftheγ-rayFermibubbles. 100 95 90 85 80 75 70 F-test statistic (%) 0° 150° –30° –60° 30° 60° 120° 90° 60° 30° 330° 300° 270° 240° 210° 0° Fig.2|F-testprobabilitymapforthehot-componentsignificancerequired overthestandardthree-componentSDXBmodelfortheSuzakuobservations investigatedinthiswork.Emptycircleswithredcrossesmarkthesightlinesfor whichaddingahotthermalcomponentdidnotimprovethefit.
  • 3. Nature Astronomy Article https://doi.org/10.1038/s41550-023-01963-5 thebubblesthanfortheouterhalosightlines.However,thetempera- tures of the warm-hot and hot components are similar in/outside the shells. X-ray surface brightness of a gaseous medium depends on its temperature and the EM. Our results show that the Galactic bubble shellshavehigherEMs,butnothighertemperature,thanthesurround- ing halo, contrary to the current proposed models of the bubbles1 . As theEMisproportionaltothedensitysquare,wearguethatthehigher X-ray surface brightness of the Galactic bubble shells as seen in the eROSITA all-sky map is a result of the compressed denser gas, but it is nothotterthanthesurroundingmedium. Theshockproperties TheeROSITAbubblesareprobablyproducedbyshocksthathavebeen driven into the northern and the southern Galactic halo. The speed andshapeofshocksdependonthetotalenergyinputandthethermal parametersoftheambientplasma.Multiplestudieshaveattemptedto characterizetheX-rayemissionfromtheGalacticbubbles1,16–21 .These authors assumed a single temperature for the X-ray-emitting shells, and measured it to be ~0.3 keV. They interpreted that this emission arises in the weakly shock-heated Galactic halo gas at T ≈ 0.2 keV, and they estimated a Mach number of the shock of M ≈ 1.5 using the Rank- ine–Hugoniot (R–H) conditions for the assumed temperature1,16,19 . WehavefoundthattheX-rayspectralmodelismorecomplexthan previouslyassumed.Theshellsarebestdescribedbyatwo-temperature modelandthetemperaturesinandaroundtheshellsaresimilar.This showsthattheshellsarenotshockheated;theshellsarebrightbecause theytracedensergas,nothottergas.Wecomparedthethermalparam- etersofthebubbleshellsandthepreshockhalogastoinfertheshock propertiesfurther(followingDraine22 ).ThegasdensityoftheeROSITA bubbles’shellsareestimatedfromthemeasuredvaluesoftheEMs.The EMisgivenbyn2 L,wherenisthedensity(assumingauniformmedium) and L is the line-of-sight path length. The average line-of-sight path lengthisaboutL ≈ 5 kpc,forashellofouterradiusof~ 7 kpcandthick- nessof~4 kpc(fromPredehletal.1 ).Thisresultsinanaveragedensityof nshell ≈ 1.6 × 10−3 cm−3 within the shells. The Galactic halo studies (both observational and theoretical) have estimated the halo density to be about 2–5 × 10−4 cm−3 at a distance of 10 kpc (approximate location of theshells)fromtheGC8,23–25 .Adoptingtheunperturbedhalodensityof no = 4 × 10−4 cm−3 (thesameasusedbyPredehletal.1 ),wecalculatedthe compressionratioofshocktobe~4.0.Foraweakadiabaticshock,the postshockdensitycanonlymarginallyincreaseaccordingtotheR–H conditionfordensity.Thelargecompressionratiowemeasureisincon- sistentwiththeassumptionofaweakadiabaticshockinPredehletal.1 . Furthermore,theestimated0.3-keVplasmadensityof0.002 cm−3 in Predehl et al.1 is a factor of about 5 times larger than their adopted valueofthepreshockedhalodensityof4 × 10−4 cm−3 .However,accord- ingtotheR–Hconditionfordensityforanon-radiativeshockofM = 1.5, thedensityratioshouldbe~1.7instead.Eveninthelimitofaverystrong shockM → ∞,thedensityjumpforanon-radiativeshockisboundedby avalueof(γ + 1)/(γ − 1)bwhichequals4forγ = 5/3,andcannotbeashigh as5.Thusweseethattheshockscannotbeadiabatic. Detailed theoretical calculations of the shock properties of the eROSITA bubbles are beyond the scope of this paper. Any successful modeloftheseenigmaticbubblesmustexplaintheobservedthermal andchemicalpropertiespresentedinthispaper. Discussion Comparisonwithpreviousstudies Previous studies used a single-temperature model with fixed rela- tive abundances to define the X-ray emission and inferred that the Galactic bubble shells have temperatures of kT ≈ 0.3 keV (refs. 16–21) orkT ≈ 0.4 keV(ref.26).ThisishigherthanthetemperatureoftheMW CGM of ~0.2 keV, which led them to conclude that the bubble shells representshock-heatedgas.Furthermore,usingtheratioofthepre-and 0.05 0.04 0.03 0.02 0.01 0 0.35 0.30 0.25 0.20 0.15 0.10 EM (cm –6 pc) kT (keV) 1.4 1.0 1.2 0.8 0.6 0.4 0.2 kT (keV) EM (cm –6 pc) 180 140 100 60 20 340 / (°) 300 260 220 180 0 180 140 100 60 20 340 / (°) 300 260 220 180 0 180 0 0.0025 0.0050 0.0075 0.0100 0.0125 0.0150 0.0175 140 100 60 20 340 / (°) 300 260 220 180 0 180 140 100 60 20 340 / (°) 300 260 220 180 0 a b Fig.3|Distributionoftheemissionmeasuresandthetemperaturesofthe warm-hotandthehotcomponentsoftheX-rayemission. a,b,Thewarm-hot component(a)andthehotcomponent(b).Themapcoversb > 15°andb < −15°. Thereportederrorsareof1σsignificance.TheGalacticbubblesregionisshown bythegrey-shadedband.Theredverticalbarsincludeerrorsaswellasthe dispersionofthedataover10°bins.
  • 4. Nature Astronomy Article https://doi.org/10.1038/s41550-023-01963-5 postshocktemperatures,theseworksestimatedtheshockspeed,age andenergyofthebubbles.Weshowthattheuseofasingle-temperature model to represent the shell emission was too simplistic, leading to incorrect physical modelling of the bubbles. In this work, using the better spectral models, we accurately measured the temperatures, EMsandrelativemetalabundancesoftheplasmainthebubbleshells. Weestimatedthattheaveragedensityofthewarm-hotcomponent of the bubbles is about four times larger than the preshock halo gas. Foranadiabatic(non-radiative)shock,themaximumdensityjumppos- sibleisequalto4,inthelimitofaverystrongshockwithMachnumber M → ∞.Butsuchastrongshockshouldalsocauseasubstantialincrease in temperature. Given that the pre- and postshock temperatures are similar, and the compression ratio of the shock is high, we rule out that the bubble shells trace adiabatic shocks, in contrast to what was assumedinPredehletal.1 (Methods). Activegalacticnucleusorstellarfeedback? ThephysicaloriginoftheGalacticbubblesisstillunderdebate.Since the discovery of the Fermi bubbles, there have been a lot of efforts to understand the formation mechanism of the bubbles, with several theoretical models proposed in the literature. On the basis of their feedback mechanisms, these models can be broadly divided into two categories:oneisthenuclearstar-formingactivitysimilartostarburst galaxiesandtheotheristhepastactivegalacticnucleusactivityofthe GC supermassive black hole. Metal abundance measurements provide a useful insight on the originofthebubbles.Inthestar-formationactivityscenarios,thebub- blesareenrichedbymetalsproducedbySNeandstellarwinds,whose abundancesaredifferentfromthatintheinterstellarmedium.Onthe otherhand,intheactivegalacticnucleuswindscenario,theabundance ofthewindwouldbethesameastheambientinterstellarmediumthat accretes onto the GC supermassive black hole. In this work, we have measuredsupersolarabundancesofneonandmagnesium,compared withoxygen,towardsafewsightlinespassingthroughthebubbles;this supportsthestarformation-relatedfeedbackscenariofortheforma- tionoftheGalacticbubbles. Methods Data selection and reduction In this work, we analysed the Suzaku archival observations probing the eROSITA bubbles’ regions towards the centre of the Galaxy, as well as the surrounding fields. For the Galactic bubbles’ regions we selected observations with exposure time of ≥20 ks. As can be seen in the eROSITA all-sky map, the surrounding fields are much fainter in X-rays; therefore, we selected the observations with higher exposure times of ≥50 ks. Furthermore, to avoid the contamination from the Galactic disk, we chose targets at least 15° above/below the Galactic plane. This yielded multiple observations of 150 and 80 fields, prob- ingtheGalacticbubblesandthesurroundingregions,respectively. WeperformedSuzakudatareductionwithHEAsoftv.6.29.Weused thedatafromtheback-illuminatedX-rayimagingspectrometer1(XIS1) detector only, as this has better sensitivity at low energies than the front-illuminatedXIS0andXIS3detectors.Wecombinedthedatataken inthe3 × 3and5 × 5observationmodes.Weappliedextrascreeningto thedatainadditiontothestandardscreeningdescribedintheSuzaku Data Reduction Guide. To minimize the detector background, we excludedtimeswhenthecut-offrigidity(COR)oftheEarth’smagnetic fieldwaslessthan8 GV(thedefaultvalueisCOR = 2 GV).Furthermore, weincreasedthefiltervalueoftheanglebetweenSuzaku’slineofsight andthelimboftheEarth(ELV)fromthedefaultvalueof5°to10°.This minimizestheexcesseventsinthe0.5–0.6 keVbandduetosolarX-rays scatteredofftheEarth’satmosphere27 . TheactivityofourownSuncanaffectthespaceweatherandcon- taminate data taken by space observatories. The Sun was at its mini- mum in the 11-year solar activity cycle when Suzaku was launched on 10July2005,approachingitsmaximumfromearly2011to2014.Solar X-rays interact with the neutral oxygen in the Earth’s atmosphere and generate a fluorescent emission line at 0.525 keV (ref. 28). This line in thesoftX-raybandcanbedetectedbyinstrumentsonboardsatellitesin thelow-Earthorbits,suchasSuzaku.Guptaetal.12 reportedthat,infour Suzaku spectra taken in 2014, the O i intensity was about 25% to 130% oftheOviiintensity(attemperaturesofafewmillionkelvin,theOvii andOviiiemissionlinesarethedominantfeaturescharacterizingthe MWCGMorthebubbles).TheOicontaminationcanbeminimizedby removingeventstakenduringtimeintervalswhentheelevationangle fromthebrightEarthlimb(theDYE_ELVparameter)islarger28 ,aswedid. Forobservationstakenin2011–2015,wecarefullyquantifiedtheO ifluorescencelinecontaminationinouranalysis(fordetailsseeref. 12). WeexaminedtheOiemissionwithrespecttodifferentDYE_ELVvalues (>20°, >40° and >60°) and selected the best value for the DYE_ELV parameterthatprovidedagoodbalancebetweenoptimizingtheeffec- tive exposure time and mitigating the O i contamination. We then modelledtheresidualOiemissionwithaGaussianlineinthespectral analysis. For observations taken before 2011, we applied standard screeningofDYE_ELV > 20°. Thegoalofthisworkwastoanalysethediffuseemission;henceit wasimportanttoremovepointsources.Wegeneratedthe0.5–2.0 keV imagesandidentifiedthebrightpointsources.Weselectedthepoint sourceexclusionregionsofradiiof 1′ − 3′ (cf.SuzakuXRT’shalf-power diameter of 1.8′ to 2.3′). Then we extracted the diffuse emission spec- trum from the entire field of view after excluding the point source regions. We produced the redistribution matrix files using the xisrm- fgenftool,inwhichthedegradationofenergyresolutionanditsposi- tion dependence are included. We also prepared ancillary response files using xissimarfgen ftool. For the ancillary response file calcula- tions,weassumedauniformsourceofradius20"andusedadetector maskthatremovedthebadpixelregions.Weestimatedthetotalinstru- mentalbackgroundfromthedatabaseofthenightEarthdatawiththe xisnxbgenftool. Spectralanalysis We performed all the spectral fitting with Xspec v.12.11.1 (ref. 29). We modelledallthethermalplasmacomponentsincollisionalionization equilibriumwiththeAPEC(v.3.0.9)modelandusedsolarrelativemetal abundances30 .ForabsorptionbytheGalacticdisk,weusedthephabs modelinXspec. Suzaku provides an opportunity to resolve the different compo- nentsoftheSDXBasaresultofitslowandstabledetectorbackground even at low energies (0.3–1.0 keV). The SDXB spectrum is usually describedbyathree-componentmodelconsistingof(1)aforeground component of the Local Bubble and solar wind charge-exchange, modelled as an unabsorbed thermal plasma emission in collisional ionization equilibrium, (2) a background component of cosmic X-ray background (made of unresolved point sources) modelled with an absorbed power law and (3) the MW halo emission, modelled as an equilibrium thermal plasma absorbed by the cold gas in the Galactic disk(thehaloemissiontowardstheGCisdominatedbythebubbles1 ). Recentlywefoundthatinafewobservationsanextraabsorbedthermal componentand/orenhancedNeabundanceisrequiredtoexplainthe excess emission near 0.7–0.9 keV in the Suzaku12 and XMM-Newton11 SDXBspectra. We started with fitting the Suzaku SDXB spectra with a three-component model. The temperature of the foreground com- ponent was frozen at kT = 0.1 keV (for example, refs. 31–34), but we allowed the normalization to vary. We modelled the Galactic bubbles (or the extended CGM) emission as single-temperature collisionally ionized plasma characterized by temperature (kT) and EM, and with fixed metallicity. The X-ray emission data do not contain any line or edgeofhydrogen.Thuswecannotobtainabsolutemetalabundances fromX-rayemissiondataalone.Instead,theX-rayobservationsprovide
  • 5. Nature Astronomy Article https://doi.org/10.1038/s41550-023-01963-5 constraints on relative metal abundances, for example N/O, C/O and Ne/O. We fixed the total metallicity to 1 (in solar units) for both the thermalcomponentsasthetotalmetallicityandnormalizations(orEM) are degenerate in the APEC model. We allowed the power-law photon indexandthenormalizationtovaryinthespectralfits. This three-component model provided a poor fit to most of the datasets, showing strong excess emission at low (~0.4–0.5 keV) and high(0.8–1.0 keV)energybands.AnexampleoftheSuzakuspectrum for one observation showing these excess emissions is shown in Sup- plementaryFig.1(toppanel). SinceNviiandNeixhavestrongtransitionsat0.5 keVand0.9 keV, respectively, we allowed the nitrogen and neon relative abundances to vary in our above model. That provided a slightly better fit but still left notable excess emission at the higher energy side (0.8–1.0 keV). To fit the higher-energy excess emission we added an extra thermal componenttoourmodel.Thissubstantiallyimprovedthefitformost of our datasets. An example of the best-fit two-temperature model is showninSupplementaryFig.1(bottompanel).Thetemperatureofthe secondthermalcomponentismuchhigher(kT = 0.4–1.1 keV)thanthat of the first (kT ≈ 0.2 keV, known as the warm-hot component); we call thisthehotcomponent. A recent study35 has shown that the CGM spectra can be fitted with a non-equilibrium ionization model. This, in principle, could be an alternative to our two-temperature model. To test this possibility, we fitted our data with the non-equilibrium ionization model, but found that the fits were worse. Therefore, we use our results of the two-temperaturemodelinallthefurtherdiscussion. We have used abundances from Anders and Grevesse30 in the aboveanalysis.Weobtainedsimilarresultsusingtheabundancesfrom Loddersetal.36 . Distributionofthermalparameters Galactic bubbles’ region. The temperature of the warm-hot com- ponent from the bubble shells is consistent within errors, with an average value of kT = 0.205 ± 0.003 ± 0.002 keV (statistical and sys- tematic errors). The EMs of the warm-hot component of the bubbles regionsvariesgreatlyintherange2.2–46.9 × 10−3 cm−6 pcwithamean of 13.9 × 10−3 cm−6 pc (and median of 12.7 × 10−3 cm−6 pc). Overabun- dance of nitrogen by 1.3–10.3 solar in the warm-hot phase is required for most of the observations that are not contaminated by the local O i emission. In observations contaminated by O i, we were not able toconstrainthenitrogenabundance;therefore,wefixedthattosolar. A few sightlines also require supersolar abundances of neon and magnesium,comparedwithoxygen. The measured temperatures and EMs of the hot gas in the bub- ble regions are in the range of 0.4–1.1 keV and 0.4–13.9 × 10−3 cm−6 pc, respectively, with mean values of 0.741 ± 0.018 keV and 2.3 × 10−3 cm−6 pc. The emission from the hot component is substan- tiallyfainterthanthatfromthewarm-hotcomponent. Extended halo region.Thewarm-hotcomponenthasauniformtem- perature of kT = 0.201 ± 0.004 ± 0.003 keV, similar to those in the bubbles’ regions. The hot component has a temperature in the range of kT = 0.4–1.2 keV, with a mean value of 0.837 ± 0.028 keV. The aver- agetemperatureofthehotcomponentisslightlylowerinthebubbles’ regionincomparisontotheouterhalo,althoughthetwoareconsistent with each other within 3σ. However, for both components, the EMs in the extended halo regions are much lower than the EMs from the bubbles regions. The EMs of the warm-hot phase are in the range of 0.8–14.2 × 10−3 cm−6 pcwithameanof4.4 × 10−3 cm−6 pc.Thehotphase EMs are much lower, with a range of 0.2–1.5 × 10−3 cm−6 pc and a mean of 6.1 × 10−4 cm−6 pc. We also found that nitrogen is overabundant by 1.0–11.4solarinthewarm-hotphase.However,supersolarabundances of neon and magnesium, compared with oxygen, are not required towardsanyofthesightlines. Thermal parameters of the Galactic bubbles and the extended haloregionsaregiveninSupplementaryTable1. Northernversussouthernbubbles.Wecomparedthethermalproper- tiesofthenorthern(b> 15°)andthesouthern(b< −15°)bubbles.Wehave plottedthetemperaturesandEMsoftheGalacticbubblessightlinesver- sustheGalacticlatitudeinSupplementaryFig.2.Thesightlinesprobing thenorthernbubblehavecomparativelyhigherEMsthanthesouthern bubble, but their temperatures are similar. For the northern bubble, the warm-hot and the hot components have average temperatures of 0.203 ± 0.003 ± 0.002 keV and 0.734 ± 0.018 ± 0.010 keV and average EMs of 14.8 ± 0.9 ± 0.2 × 10−3 cm−6 pc and 2.5 ± 0.2 ± 0.1 × 10−3 cm−6 pc, respectively. The warm-hot and the hot components of the south- ern bubble have similar temperatures of 0.210 ± 0.005 ± 0.003 keV and 0.759 ± 0.024 ± 0.020 keV, but have lower EMs of 9.4±1.1±0.3×10−3 cm−6 pcand1.6±0.4±0.1×10−3 cm−6 pc,respectively. TheEMofthewarm-hotcomponentdecreaseswithGalacticlati- tudeouttoaboutb ± 45,thenbecomescomparativelyuniform.Thehot component EM variation shows a similar trend but is less prominent. ThedecreaseintheEMwithGalacticlatitudeisinagreementwiththe eROSITAX-rayemissionall-skymap,whichshowsverybrightemission at the base of the bubbles, with the surface brightness falling mono- tonically away from the base. We do not find any such relation in the distribution of temperatures with the Galactic latitude. This further confirms that regions with brighter emission in the eROSITA all-sky maphavehigherEMsbutarenothotterthanthesurroundingmedium. 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Yamamoto, M., Kataoka, J. & Sofue, Y. Discovery of non-equilibrium ionization plasma associated with the North Polar Spur and Loop I. Mon. Not. R. Astron. Soc. 512, 2034–2043 (2022). 36. Lodders, K., Palme, H. & Gail, H. P. Solar System, Astronomy, Astrophysics, and Cosmology: Solar System (Springer-Verlag, 2009). Acknowledgements This research has made use of data obtained from the Suzaku satellite, a collaborative mission between the space agencies of Japan (Japan Aerospace Exploration Agency (JAXA)) and the USA (National Aeronautics and Space Administration (NASA)). We are grateful to B. Ryden for her notes of the ‘Radiate Gas Dynamics’ graduate course at Ohio State. We gratefully acknowledge support through the NASA Astrophysics Data Analysis Program (ADAP) grants 80NSSC18K0419 to A.G. and NNX16AF49G to S.M. Authorcontributions A.G. did the X-ray data analysis and wrote the text. S.M. contributed to the interpretation of the results and revised the manuscript. J.K. did the Suzaku data reduction and made the images. S.D. and Y.K. helped with the interpretation of the results. All the coauthors contributed to the discussion and commented on the manuscript. Competinginterests The authors declare no competing interests. Additionalinformation Supplementaryinformation The online version contains supplementary material available at https://doi.org/10.1038/s41550-023-01963-5. Correspondence and requests for materialsshould be addressed to Anjali Gupta. Peer review information Nature Astronomy thanks Kartick Sarkar, Masayoshi Nobukawa and the other, anonymous, reviewer(s) for their contribution to the peer review of this work. Reprints and permissions informationis available at www.nature.com/reprints. Publisher’s note Springer Nature remains neutral with regard to jurisdictional claims in published maps and institutional affiliations. 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