of 12
The Astrophysical Journal
, 778:102 (12pp), 2013 December 1
doi:
10.1088/0004-637X/778/2/102
C

2013. The American Astronomical Society. All rights reserved. Printed in the U.S.A.
AN INTENSELY STAR-FORMING GALAXY AT
z
7 WITH LOW DUST AND METAL
CONTENT REVEALED BY DEEP ALMA AND
HST
OBSERVATIONS
Masami Ouchi
1
,
2
, Richard Ellis
3
, Yoshiaki Ono
1
, Kouichiro Nakanishi
4
,
5
, Kotaro Kohno
6
,
7
,
Rieko Momose
1
, Yasutaka Kurono
5
,M.L.N.Ashby
8
, Kazuhiro Shimasaku
7
,
9
, S. P. Willner
8
,
G. G. Fazio
8
, Yoichi Tamura
6
, and Daisuke Iono
10
1
Institute for Cosmic Ray Research, The University of Tokyo, 5-1-5 Kashiwanoha, Kashiwa, Chiba 277-8582, Japan;
ouchims@icrr.u-tokyo.ac.jp
2
Kavli Institute for the Physics and Mathematics of the Universe (WPI), The University of Tokyo, 5-1-5 Kashiwanoha, Kashiwa, Chiba 277-8583, Japan
3
Department of Astrophysics, California Institute of Technology, MS 249-17, Pasadena, CA 91125, USA
4
The Graduate University for Advanced Studies (SOKENDAI), 2-21-1 Osawa, Mitaka, Tokyo 181-8588, Japan
5
Joint ALMA Observatory, Alonso de Cordova 3107, Vitacura, Santiago 763-0355, Chile
6
Institute of Astronomy, University of Tokyo, 2-21-1 Osawa, Mitaka, Tokyo 181-0015, Japan
7
Research Center for the Early Universe (WPI), University of Tokyo, 7-3-1 Hongo, Bunkyo, Tokyo 113-0033, Japan
8
Harvard-Smithsonian Center for Astrophysics, 60 Garden Street, Cambridge, MA 02138, USA
9
Department of Astronomy, Graduate School of Science, The University of Tokyo, 7-3-1 Hongo, Bunkyo-ku, Tokyo 113-0033, Japan
10
National Astronomical Observatory of Japan, 2-21-1 Osawa, Mitaka, Tokyo 181-8588, Japan
Received 2013 June 15; accepted 2013 August 23; published 2013 November 11
ABSTRACT
We report deep ALMA observations complemented by associated
Hubble Space Telescope
(
HST
) imaging for a
luminous (
m
UV
=
25) galaxy, “Himiko,” at a redshift of
z
=
6.595. The galaxy is remarkable for its high star
formation rate, 100
M

yr
1
, which has been securely estimated from our deep
HST
and
Spitzer
photometry, and
the absence of any evidence for strong active galactic nucleus activity or gravitational lensing magnification. Our
ALMA observations probe an order of magnitude deeper than previous IRAM observations, yet fail to detect a
1.2 mm dust continuum, indicating a flux of
<
52
μ
Jy, which is comparable to or weaker than that of local dwarf
irregulars with much lower star formation rates. We likewise provide a strong upper limit for the flux of [C
ii
]
158
μ
m,
L
[C
ii
]
<
5
.
4
×
10
7
L

, which is a diagnostic of the hot interstellar gas that is often described as a valuable
probe for early galaxies. In fact, our observations indicate that Himiko lies off the local
L
[C
ii
]
–star formation rate
scaling relation by a factor of more than 30. Both aspects of our ALMA observations suggest that Himiko is a
unique object with a very low dust content and perhaps nearly primordial interstellar gas. Our
HST
images provide
unique insight into the morphology of this remarkable source, highlighting an extremely blue core of activity and
two less extreme associated clumps. Himiko is undergoing a triple major merger event whose extensive ionized
nebula of Ly
α
emitting gas, discovered in our earlier work with Subaru, is powered by star formation and the dense
circumgalactic gas. We are likely witnessing an early massive galaxy during a key period of its mass assembly
close to the end of the reionization era.
Key words:
cosmology: observations – galaxies: formation – galaxies: high-redshift
1. INTRODUCTION
Much progress has been achieved in recent years in charting
the abundance and integrated properties of the earliest galaxies
beyond a redshift of
z

6 selected via optical and near-infrared
(NIR) photometry (e.g., Bouwens et al.
2010a
; McLure et al.
2010
,
2012
; Castellano et al.
2010
; Ouchi et al.
2010
; Ellis et al.
2013
; Schenker et al.
2012
). The emerging picture indicates
that the redshift period 6

z

10 was a formative one in the
assembly history of normal galaxies. Sources at
z

7–8 show
moderately blue ultraviolet continua, which may be consistent
with young, metal-poor stellar populations with a star-formation
rate(SFR)of1–10
M

yr
1
(e.g., Bouwens et al.
2010b
;
Finkelstein et al.
2010
; Schaerer & de Barros
2010
; Dunlop
et al.
2012
). Their small physical sizes (

0
.
7 kpc; Oesch et al.
2010
; Ono et al.
2012a
) and modest stellar masses (10
8
–10
9
M

;
Labb
́
eetal.
2010
) suggest that they quickly merge into larger,
more luminous systems. The abundance of sub-luminous, small
galaxies at high redshift also indicates that significant merging
occurred at early times, given that the faint-end slope of the UV
luminosity function changes from a steep
α
−
1
.
9at
z
=
7–8
(Schenker et al.
2012
; McLure et al.
2012
)to
α
−
1
.
7at
z
=
2–3 (e.g., Reddy & Steidel
2009
).
In practice, it is hard to decipher the physical processes
that govern the early assembly of galaxies from integrated
properties alone. We therefore seek to complement statistical
measurements such as SFRs and stellar masses with detailed
evidence from well-studied individual examples. Likewise, our
understanding of early cosmic history may be incomplete
given that so much is currently deduced from optical and
NIR data alone (Robertson et al.
2013
). Although optical and
NIR-selected sources at high redshift suggest that they contain
little or no dust (Bouwens et al.
2012
; Dunlop et al.
2013
), this
may be a selection bias. Star formation obscured by dust cannot
be quantified without identifying cold dust emission. Further-
more, the gas phase metallicity remains a key measurement
for understanding early systems, most notably in locating the
highly prized pristine “first generation” systems unpolluted by
supernova enrichment. Neither optical nor NIR facilities can
currently address this important question since the diagnostic
metal lines used at lower redshift, such as
[Oii]
λλ
3726, 3729
and
[Oiii]
λλ
5007, 4959, cannot be measured beyond
z

5
until the launch of the
James Web Space Telescope
.
For this reason, state of the art sub-millimeter facilities
such as the Atacama Large Millimeter Array (ALMA) offer
enormous promise. First, they can quantify the possible bias in
our current “optical” view of early galaxy formation by detecting
the hidden cold dust in high redshift galaxies. Second, the
CO
/
[C
ii
] 158
μ
m features prominent in star-forming regions
in the local universe offer a valuable tracer of metallicity at
1
The Astrophysical Journal
, 778:102 (12pp), 2013 December 1
Ouchi et al.
early times. Thus far, neither the cold dust continuum nor these
low-ionization tracers of metallicity have been observed beyond
z
6 (Vieira et al.
2013
; Capak et al.
2011
; Riechers et al.
2010
;
Coppin et al.
2010
). Although a few QSOs have been observed
at sub-millimeter wavelengths to
z
=
6
.
4–7
.
1 (Maiolino et al.
2005
; Iono et al.
2006
; Walter et al.
2009
; Venemans et al.
2012
;
Willott et al.
2013
; Wang et al.
2013
), the presence of a powerful
active galactic nucleus (AGN) undoubtedly complicates any
understanding of the physical conditions in their host galaxies.
Detecting these important diagnostic signals of dust and
metallicity from typical
z

7 galaxies is clearly a major
observational challenge. Only upper limits on [C
ii
] and sub-
millimeter continuum fluxes have been presented so far for the
abundant population of Lyman break galaxies (LBGs) and Ly
α
emitters (LAEs) at
z
7. These limits have come from deep
exposures with the sub-millimeter Common-User Bolometer
Array (SCUBA; Holland et al.
1999
) facility on the James
Clerk Maxwell telescope and Plateau de Bure interferometric
observations (e.g., Ouchi et al.
2009b
; Walter et al.
2012
;
Kanekar et al.
2013
). Very recently, one
z
=
6
.
34 source
was studied in this way following a comprehensive search
for red objects in the
Herschel
HerMES blank field survey at
50–500
μ
m (Riechers et al.
2013
). This source, HFLS3, has very
strong far-infrared (FIR) continuum emission and prominent
molecular
/
low-ionization lines. Its SFR, inferred from its FIR
luminosity, is extremely high, 2900
M

yr
1
. Clearly, we need
to understand the context of this remarkable object by observing
other sources at a similar redshift.
The present work is concerned with undertaking such a
study for an extraordinarily luminous star-forming galaxy which
will hopefully complement the study of HFLS3 by Riechers
et al. (
2013
). Ouchi et al. (
2009b
) reported the discovery
of a star-forming galaxy at
z
=
6
.
595, “Himiko,”
11
with a
Spitzer
/
IRAC counterpart. This source was identified from an
extensive 1 deg
2
optical survey for
z
=
6
.
6 galaxies in the
UKIDSS
/
UDS field conducted with the Subaru telescope. The
redshift was subsequently confirmed spectroscopically using
Keck
/
DEIMOS. The unique features of this remarkable source
are evident when compared to the total sample of 207 galaxies
at
z
=
6
.
6 found in the panoramic Subaru survey. Not only
is Himiko by far the most luminous example (
M
UV
=
25;
L
(Ly
α
)
=
4
×
10
43
erg s
1
), but it is spatially extended in
Ly
α
emission, whose largest isophotal area is 5.22 arcsec
2
,
corresponding to a linear extent of over 17 kpc. The lower
limit, SFR
>
34
M

yr
1
, is placed on the SFR of Himiko
by the spectral energy distribution (SED) fitting analysis with
the early photometric measurements and the stellar-synthesis
and nebular-emission models (Ouchi et al.
2009b
).Duetothe
large uncertainties of photometric measurements, Ouchi et al.
(
2009b
) cannot constrain
E
(
B
V
), and provide only the lower
limit of SFR with
E
(
B
V
)

0.
The present paper is concerned with the analysis of uniquely
deep ALMA and
Hubble Space Telescope
(
HST
) observations
of this remarkable source. Given its intense luminosity and high
SFR, we presume that it is being observed at a special time in
its assembly history. We seek to use the cold dust continuum
and [C
ii
] measures from ALMA to understand its dust content
and gas phase metallicity. Likewise, the matched resolution of
HST
will allow us to address its morphologic nature. Fortunately,
one of the
HST
intermediate band filters closely matches the
intense Ly
α
emission observed for this source with Subaru.
11
See Ouchi et al. (
2009b
) for the meaning of this name.
Ultimately, we seek to understand the physical source of the
energy that powers the extensive Ly
α
nebula.
The plan of the paper is as follows. We describe our
ALMA and
HST
observations in Section
2
, and present the
detailed properties such as dust-continuum and metal-line emis-
sion, morphology, and stellar population in Section
3
.We
discuss the nature of this object in Section
4
and summa-
rize our findings in Section
5
. Throughout this paper, magni-
tudes are in the AB system. We adopt (
h,
Ω
m
,
Ω
Λ
,n
s
8
)
=
(0
.
7
,
0
.
3
,
0
.
7
,
1
.
0
,
0
.
8).
2. OBSERVATIONS AND MEASUREMENTS
2.1. ALMA
To understand whether obscured star-formation is an impor-
tant issue and to determine the metallicity of Himiko, a key
source at high redshift, we carried out deep ALMA Band 6
observations in 2012 July 15, 18, 28, and 31 with a 16 12 m
antenna array under the extended configuration of 36–400 m
baseline. The precipitable water vapor ranged from 0.7 to
1.6 mm during the observations. We targeted Himiko’s [C
ii
]
rest-frame 1900.54 GHz (157.74
μ
m), which is redshifted to
250.24 GHz (1.198 mm) at a redshift of
z
Ly
α
=
6
.
595. Since
we expect a brighter dust continuum at a higher frequency in
the 1.2 mm regime, we extended our upper sideband (USB)
to the high-frequency side. Thus, we targeted the [C
ii
] line
with the lowest spectral window (among four spectral windows)
in the lower sideband (LSB) and set the central frequency of the
four spectral windows to be 250.24 and 252.11 GHz in LSB, and
265.90 and 267.78 GHz in USB with a bandwidth of 1875 MHz.
The two spectral windows and each sideband contiguously cover
the frequency ranges. The total on-source integration time was
3.17 hr. We used 3c454.3 and J0423
013 for bandpass cal-
ibrators and J0217+017 for a phase calibrator. The absolute
flux scale was established by observations of Neptune and Cal-
listo. Our data were reduced with the Common Astronomy Soft-
ware Applications package. We rebin our data to a resolution
of 166 MHz (200 km
1
). The FWHM beam size of the final
image is 0
.

82
×
0
.

58 with a position angle of 79
.
5. The 1
σ
noise of the continuum image is
σ
cont
=
17
.
4
μ
Jy beam
1
over
the total bandwidth of 19
.
417 GHz, whose 7
.
5 GHz is sampled.
The 1
σ
noise of the [C
ii
] line image is
σ
line
=
83
.
3
μ
Jy beam
1
at 250.239 GHz over a channel width of 200 km
1
.
Further details of the ALMA observations and sensitivities
are summarized in Table
1
.
We averaged fluxes over the two spectral windows of
LSB (249.30–253.05 GHz or 1.203–1.185 mm) and USB
(264.96–268.71 GHz or 1.131–1.116 mm) in the range of
frequency free from the [C
ii
] line. Figure
1
presents the
resulting ALMA continuum data at the 259
.
01 GHz fre-
quency (or 1.167 mm in wavelength) with a 1
σ
sensitivity of
17
.
4
μ
Jy beam
1
. There is a
2
σ
flux peak in the beam size
at the position of Himiko. However, there are a series of nega-
tive pixels nearby that correspond to the 2
σ
–3
σ
level per beam.
We conclude therefore that Himiko remains undetected in the
1.2 mm continuum with a 3
σ
upper limit of
<
52
.
1
μ
Jy beam
1
.
We note that this sensitivity is two and one order(s) of
magnitudes better than those previously obtained by deep
SCUBA
/
SHADES and IRAM
/
PdBI observations (Ouchi et al.
2009b
; Walter et al.
2012
). This clearly indicates that Himiko
has very weak millimeter emission. Table
1
summarizes the flux
upper limits for the continuum and [C
ii
] line derived from our
ALMA data.
2
The Astrophysical Journal
, 778:102 (12pp), 2013 December 1
Ouchi et al.
Table 1
ALMA Observations and Sensitivities
ν
cont
ν
line
σ
cont
σ
line
f
cont
f
line
L
FIR
L
[C
ii
]
(GHz)
(GHz)
(
μ
Jy beam
1
)(
μ
Jy beam
1
)(
μ
Jy)
(
μ
Jy)
(10
10
L

)(10
7
L

)
(1)
(2)
(3)
(4)
(5)
(6)
(7)
(8)
259.007
250.239
17.4
83.3
<
52
.
1
<
250
.
0
<
8
.
0
<
5
.
4
Notes.
Columns: (1) and (2) central frequencies of continuum and [C
ii
] line observations that correspond to 1
.
16
and 1
.
20 mm, respectively. (3) and (4) 1
σ
sensitivities for continuum and [C
ii
] line in a unit of
μ
Jy beam
1
.The
continuum sensitivity given in the total bandwidth for the continuum measurement is 19
.
417 GHz or 86
.
894
μ
m,
which is a sum of four spectral windows (see text). The line sensitivity is defined with a channel width of
200 km
1
. (5) and (6) 3
σ
upper limits of continuum and [C
ii
]lineinaunitof
μ
Jy. (7) and (8) 3
σ
upper limits
of far-infrared continuum luminosity (8–1000
μ
m) and [C
ii
] line luminosity in a unit of 10
10
and 10
7
solar
luminosities, respectively. We estimate 3
σ
upper limits of far-infrared continuum luminosities at 40–500
μ
m
and 42
.
5–122
.
5
μ
mtobe
<
7
.
36
×
10
10
and
<
6
.
09
×
10
10
L

, respectively. These far-infrared luminosities are
estimated with the assumptions of the graybody,
β
d
=
1
.
5, and a dust temperature of
T
d
=
40 K.
Figure 1.
ALMA continuum data for Himiko at 259 GHz (1.16 mm). The
gray scale indicates the intensity at each position where darker regions imply
higher intensities. The black contours denote
3
σ
,
2
σ
,and
1
σ
levels, while
yellow contours show +1
σ
,+2
σ
,and+3
σ
significance levels where the 1
σ
flux corresponds to 17
.
4
μ
Jy beam
1
. The white cross indicates the position of
Himiko. The ellipse in the lower corner denotes the beam size.
Figure
2
shows the ALMA [C
ii
] velocity channel maps for
Himiko. We searched for a signal of [C
ii
] over 600 km
1
around
the frequency corresponding to
z
Ly
α
=
6
.
595. In Figure
2
, there
are noise peaks barely reaching the 3
σ
level in 0 km s
1
and
200 km s
1
that are slightly north and south of Himiko’s
optical center position, respectively. However, neither of these
sources is a reliable counterpart of Himiko. Although the
ALMA data reach a 1
σ
noise of 83
.
3
μ
Jy beam
1
,no[C
ii
]
line is detected. The corresponding 3
σ
upper limit for [C
ii
]is
250
.
0
μ
Jy in a channel width of 200 km s
1
. The associated
luminosity limit is
<
5
.
4
×
10
7
L

.
2.2. HST
The primary goal of the associated
HST
observations of
Himiko is related to the morphological nature of this remark-
able source. We carried out deep
HST
/
WFC3-IR broad-band
(
J
125
and
H
160
)
12
and medium-band (
F
098
M
) observations for
Himiko. The two broad-band filters
J
125
and
H
160
measure the
rest-frame UV continuum fluxes and are free from contamina-
tion from Ly
α
emission, thus maximizing the amount of in-
formation on the stellar content for SED fitting (Section
3.3
).
The intermediate-band filter of
F
098
M
fortuitously includes
the spectroscopically confirmed Ly
α
line of Himiko at 9233 Å
(Ouchi et al.
2009b
) with a system throughput of 40%, which
is close to the peak throughput of this filter (
45%). Thus,
the
F
098
M
image is ideal for mapping the distribution of Ly
α
emitting gas.
Our observations were conducted in 2010 September 9,
12, 15–16, 18, and 26 with an orientation of 275
. Some
observations were partially lost because
HST
went into “safe
mode” on 2010 September 9, 22:30 during the execution of
one visit. The total integration times for usable imaging data
are 15670.5, 13245.5, 18064.6 s for
F
098
M
,
J
125
, and
H
160
,
respectively. The various WFC3 images were reduced with
the WFC3 and MULTIDRIZZLE packages on PyRAF. To
optimize our analyses, in the multidrizzle processing we chose
a final
pixfrac
=
0
.
5 and pixel scale of 0
.

05132. We degraded
images of
F
098
M
and
J
125
to match the point spread functions
(PSFs) of these images with that of H
160
, which has the largest
size among the
HST
images. We ensured that the final WFC3
images have a matched PSF size of 0
.

19 FWHM.
Figure
3
presents a color composite
HST
UV-continuum
image of Himiko as well as a large ionized Ly
α
cloud identified
by the Subaru observations (Ouchi et al.
2009b
). This image
reveals that the system comprises three bright clumps of starlight
surrounded by a vast Ly
α
nebula

17 kpc across. We denote
the three clumps as A, B, and C. Figure
4
shows the
HST
,
Subaru, and
Spitzer
images separately. The
F
098
M
image in
Figure
4
detects only marginal extended Ly
α
emission, because
of the shallower surface brightness limit of the 2.4 m
HST
compared to the 8 m Subaru telescope. Nevertheless, we have
found a possible bright extended component at position D in
Figure
4
. We perform 0
.

4 diameter aperture photometry for
clumps A–C and location D as well as 2

diameter aperture
photometry, which we adopt as the total magnitude of the
system. Tables
2
and
3
summarize the photometric properties.
It should be noted that Himiko is not only identified as an
LAE, but also would be regarded as an LBG or “dropout”
galaxy. Using the optical photometry of Ouchi et al. (
2009b
;
seealsoTable
3
), we find no blue continuum fluxes for filters
B
12
J
125
and
H
160
are referred to as
F
125
W
and
F
160
W
, respectively.
3
The Astrophysical Journal
, 778:102 (12pp), 2013 December 1
Ouchi et al.
Figure 2.
As Figure
1
,butfor[C
ii
] velocity channel maps of Himiko whose 1
σ
intensity is 83
.
3
μ
Jy beam
1
. The six panels present maps of 200 km
1
width at
central velocities of
600,
400,
200, 0, +200, and +400 km s
1
from the top left to the bottom right. 0 km s
1
corresponds to [C
ii
] emission at the redshift
z
Ly
α
=
6
.
595, i.e., 250.24 GHz (1.198 mm).
Figure 3.
Color composite image of Himiko. Blue and green represent
HST
/
WFC3 continua of
J
125
and
H
160
, respectively. Red indicates Ly
α
emission
resolved with sub-arcsec-seeing Subaru observations. The Ly
α
emission image
comprises the Subaru
NB
921 narrowband data with a subtraction of the
continuum estimated from the seeing-matched
HST
/
WFC3 data. The three
continuum clumps are labeled A, B, and C.
through
i

up to the relevant detection limits of 28–29 mag.
The very red color of
i

z

>
2
.
1 meets typical dropout
selection criteria (e.g., Bouwens et al.
2011
). Because the
z

-
band photometry includes the Ly
α
emission line and an Ly
α
-
continuum break, we can also estimate the continuum break
color using our
HST
photometry of
J
125
and
H
160
and the optical
i
-band photometry. Assuming the continuum spectrum is flat
Figure 4.
HST
, Subaru, and
Spitzer
images of Himiko; north is up and east
is to the left. Each panel presents 5

×
5

images at
F
098
M
,
J
125
,and
H
160
bands from
HST
/
WFC3, 3
.
6
μ
mand4
.
5
μ
m bands from
Spitzer
SEDS. The
Ly
α
image is a Subaru
NB
921 image continuum subtracted using
J
125
and
includes intensity contours. The Subaru image has a PSF size of 0
.

8. The solid
red circles indicate the positions of 0
.

4 diameter apertures for Clumps A, B,
C, and D photometry in the
HST
images (see Section
2.2
for details), while the
dashed red circles denote 2

diameter apertures used for the defining the total
magnitudes.
(
f
ν
=
const.), we obtain a continuum break color
i

J
125
>
3
.
0
or
i

H
160
>
3
.
0, further supporting Himiko’s classification as
an LBG. Importantly, these classifications also apply to clumps
A–C, ruling out the possibility that some could be foreground
sources.
4
The Astrophysical Journal
, 778:102 (12pp), 2013 December 1
Ouchi et al.
Table 2
Properties of the Subcomponents
Component
x
(pix)
y
(pix)
NB
J
125
H
160
βL
(Ly
α
)EW
0
SFR(UV)
SFR(Ly
α
)
(mag)
(mag)
(mag)
(10
42
erg s
1
)(Å)(
M

yr
1
)(
M

yr
1
)
(1)
(2)
(3)
(4)
(5)
(6)
(7)
(8)
(9)
(10)
(11)
Total
a
2815.4
2790.4
23
.
55
±
0
.
05
24
.
99
±
0
.
08
24
.
99
±
0
.
10
2
.
00
±
0
.
57
38
.
4
±
1
.
578
+8
6
30
±
235
±
1
(F098M)
···
···
(24
.
84
±
0
.
08)
···
···
···
(30
.
5
±
15
.
6)
(61
+28
23
)
···
(28
±
14)
A(clump)
2803.0
2789.0
26
.
36
±
0
.
04
26
.
54
±
0
.
04
26
.
73
±
0
.
06
2
.
84
±
0
.
32
8
.
1
±
1
.
968
+14
13
7
±
07
±
2
B(clump)
2816.5
2790.5
27
.
19
±
0
.
09
27
.
03
±
0
.
07
27
.
04
±
0
.
08
2
.
04
±
0
.
47
0
.
2
±
1
.
93
20
18
5
±
00
±
2
C(clump)
2826.3
2791.9
26
.
57
±
0
.
05
26
.
43
±
0
.
04
26
.
48
±
0
.
05
2
.
22
±
0
.
28
0
.
8
±
1
.
96
+12
10
8
±
01
±
2
D
2821
2801
28
.
47
±
0
.
29
>
28
.
86
>
28
.
70
···
>
1
.
7
>
123
<
1
>
2
Notes.
Columns: (1) Name of the component. (2) and (3) Positions in pixels. (4)–(6) Aperture magnitudes in
NB
,
J
125
,and
H
160
.
NB
indicates a narrow
/
intermediate
band magnitude determined with
F
098
M
for all lines except in Total(NB921). The upper limit corresponds to a 3
σ
limit. (7) UV-continuum slope. (8) Ly
α
luminosity.
(9) Rest-frame apparent equivalent width of Ly
α
emission line in Å. (10) Star-formation rate estimated from the UV magnitude. (11) Star-formation rate estimated
from the UV magnitude.
a
The
NB
magnitude corresponds to
NB
921. The quantities of Columns 8, 9, and 11 are estimated from
NB
921 photometry.
Table 3
Total Magnitudes and Fluxes of Himiko
Band
Mag
/
Flux(Total)
a
B
b
>
28
.
7
V
b
>
28
.
2
R
b
>
28
.
1
i

b
>
28
.
0
z

b
25
.
86
±
0
.
20
NB
921
b
23
.
55
±
0
.
05
F
098
M
24
.
84
±
0
.
08
J
125
24
.
99
±
0
.
08
H
160
24
.
99
±
0
.
10
J
c
25
.
03
±
0
.
25
H
c
26
.
67
±
2
.
21
K
c
24
.
77
±
0
.
29
m
(3
.
6
μ
m)
23
.
69
±
0
.
09
m
(4
.
5
μ
m)
24
.
28
±
0
.
19
m
(5
.
8
μ
m)
b
>
22
.
0
m
(8
.
0
μ
m)
b
>
21
.
8
m
(24
μ
m)
b
>
19
.
8
S
(1
.
2 mm)
<
52
.
1
μ
Jy
d
f
([C
ii
])
<
250
.
0
μ
Jy
d
Notes.
a
In units of AB magnitudes, if not specified. The
upper limits are 2
σ
and 3
σ
magnitudes in
BVRi

and
5
.
8–24
μ
m bands, respectively.
b
Measurements obtained in Ouchi et al. (
2009b
). The
continuum magnitudes from
B
through
z

are defined
with a 2

diameter aperture photometry that matches
to the photometry of the total magnitudes of NIR
bands.
c
Total magnitudes from UKIDSS
/
UDS DR8 data
that are estimated with a 2

diameter aperture pho-
tometry and the aperture correction in the same man-
ner as Ono et al. (
2010b
).
d
Three sigma upper limits derived with our ALMA
data.
The UV continuum magnitudes of clumps A–C range from
26.4 to 27.0 mag in
J
125
and
H
160
. Each clump has a UV
luminosity corresponding to the characteristic luminosity
L
of a
z
7 galaxy,
m
=
26
.
8 mag (Ouchi et al.
2009a
; Bouwens
et al.
2011
). Moreover, the variation in luminosity across the
components is small; there is no single dominant point source
in this system, confirming earlier deductions that the system
does not contain an active nucleus.
The
F
098
M
image shows that Ly
α
emission is not uniformly
distributed across the three clumps. Clump A shows intense Ly
α
emission with a rest-frame equivalent width (EW
0
)of68
+14
13
Å,
placing it in the category of a LAE, whereas clumps B and
C have emission more typical of LBGs with a rest-frame Ly
α
equivalent width (EW
0
) less than 20 Å given the measurement
uncertainties.
In summary, the
HST
and Subaru data indicate that Himiko
is a triple
L
galaxy system comprising one LAE and two
LBGs surrounded by an extensive 17 kpc diffuse Ly
α
halo.
Importantly, from the above morphological studies, we can
easily eliminate the possibility that Himiko is gravitationally
lensed by a foreground concentration. Ouchi et al. (
2009a
)have
already made a strong case against lensing given that Keck
spectroscopy revealed a velocity gradient of 60 km s
1
across
the system. We can further reject this supposition given that
there are clear asymmetries in the outermost images (one has
strong Ly
α
emission and the other does not).
2.3. Spitzer
Although
Spitzer
cannot match the resolution of the above
morphological data, we use the very deep
Spitzer
/
IRAC SEDS
data reaching 26 mag at the 3
σ
level (Ashby et al.
2013
)to
investigate the counterpart of the overall Himiko system at the
3
.
6
μ
m and 4
.
5
μ
m bands. To improve the relative astrometric
accuracy, we have realigned the SEDS images to the
HST
images, referring to bright stellar objects commonly detected
in the
Spitzer
and
HST
images. The relative astrometric errors
are estimated to be

0
.

1 rms. We obtain total magnitudes for
the
Spitzer
/
IRAC images from a 3

diameter aperture and
use an aperture correction given in Yan et al. (
2005
). The
total magnitudes are 23
.
69
±
0
.
09 mag and 24
.
28
±
0
.
19 mag
at the 3
.
6
μ
m and 4
.
5
μ
m bands, respectively. Because the
Spitzer
/
IRAC 5
.
8
μ
m and 8
.
0
μ
m and
Spitzer
/
MIPS 24
μ
m
band images are not available in the SEDS data set, we use
the relatively shallow
Spitzer
/
SpUDS (PI: J. Dunlop, 2007)
photometry measurements presented in Ouchi et al. (
2009b
).
Table
3
summarizes these total magnitudes and fluxes.
3. RESULTS
Ouchi et al. (
2009b
) found that Himiko has a high SFR
(
>
34
M

yr
1
) and derived a moderately high stellar mass
(0
.
5–5
.
0
×
10
10
M

) from the Subaru photometry and shallow
5
The Astrophysical Journal
, 778:102 (12pp), 2013 December 1
Ouchi et al.
Figure 5.
Optical to far-infrared SED of Himiko in the observed frame. The
filled square shows the upper limit from our deep ALMA Band 6 observations
and the filled circles represent photometry from
HST
/
WFC3
J
125
and
H
160
photometry and
Spitzer
SEDS 3
.
6and4
.
5
μ
m. The filled pentagons indicate the
UKIDSS-UDS DR8
J
,
H
,and
K
photometry. The cross and plus symbols denote
HST
/
WFC3
F
098
M
and Suprime-Cam
NB
921 photometry that includes Ly
α
emission and the Gunn–Peterson trough in their bandpasses. The open circles
and arrows are data points and the upper limits taken from Ouchi et al. (
2009b
).
The open diamond with an arrow shows the upper limit from the IRAM
observations (Walter et al.
2012
). The red, magenta, green, and blue lines
represent the SEDs of local galaxies, Arp220, M82, M51, and NGC 6946 (Silva
et al.
1998
), respectively, redshifted to
z
=
6
.
595. SEDs of local dwarf irregular
galaxies similarly redshifted are presented with cyan lines (Dale et al.
2007
).
All local galaxy SEDs are normalized in the rest-frame UV, where Himiko’s
SED is reliably determined.
Spitzer
/
SpUDS data. Here, we attempt to improve upon these
estimates and for the first time secure information on dust
content and inter-stellar medium (ISM) metallicity.
3.1. Far Infrared SED
We investigate obscured star-formation and dust properties
of Himiko from its FIR SED using the newly available ALMA
1.2 mm continuum data. The SED from the optical to millime-
ter wavelengths is shown in Figure
5
, together with that of
various local starburst templates. The figure demonstrates that
Himiko’s millimeter flux is significantly weaker than that of
dusty starbursts in the local universe such as Arp220 and M82,
as well as the spiral galaxy NGC 6946; it is more compara-
ble to those of dwarf galaxies of much lower mass. Similarly,
Himiko’s rest-frame optical flux derived from the
Spitzer
/
IRAC
3
.
6 and 4
.
5
μ
m photometry is significantly weaker than that of
dusty starbursts and spiral galaxies. Given its intense rest-frame
UV luminosity and moderately high stellar mass, Himiko’s dust
emission and evolved stellar flux are remarkably weak. Both
properties imply a low extinction and a relatively young stellar
age (Section
3.3
). In this sense, Himiko may be similar to many
luminous
z
3 LBGs whose cold-dust continuum emission is
also comparable to unreddened local starburst galaxies (Ouchi
et al.
1999
).
We can estimate a FIR luminosity of Himiko from our
1.2 mm continuum limit. Assuming an optically thin graybody
of modified blackbody radiation with a dust emissivity power-
law spectral index of
β
d
=
1
.
5 and a dust temperature of
T
d
=
40 K (Eales et al.
1989
; Klaas et al.
1997
), we obtain
a3
σ
upper limit of
L
FIR
<
8
.
0
×
10
10
L

integrated over
8–1000
μ
m. We also estimate 3
σ
upper limits of
<
7
.
4
×
10
10
and
<
6
.
1
×
10
10
L

at 40–500
μ
m and 42
.
5–122
.
5
μ
m, respectively.
Note that these upper limits depend upon the assumed dust
temperature and
β
d
.For
T
d
=
25 K and
T
d
=
60 K, the 3
σ
upper limit luminosities in 8–1000
μ
mare
<
2
.
7
×
10
10
and
<
3
.
0
×
10
11
L

, respectively. Similarly, for
β
d
=
0 and
β
d
=
2,
the 3
σ
upper limit luminosities in 8–1000
μ
mare
<
3
.
5
×
10
10
and
<
1
.
2
×
10
11
L

, respectively.
The preceding upper luminosity limits do depend somewhat
on dust temperature and spectral index. Based on the
Herschel
measurements, Lee et al. (
2012
) find that the average dust
temperature is
30 K under
β
d
=
1
.
5 for relatively high redshift
(
z
4) LBGs with a luminosity of
L

2
L
comparable to
Himiko. In the local universe, the median dust temperatures are
33 K, 30 K, and 36 K, for E
/
S0, Sb-Sbc, and infrared bright
galaxies, respectively (Sauvage & Thuan
1994
; Young et al.
1989
). Recent numerical simulations have claimed that LAEs
may have a relatively high dust temperature, due to the proximity
of dust to star-forming regions. However, even in this case, the
maximum temperature reaches only
T
d

40 K (Yajima et al.
2012b
). On the other hand, Himiko’s dust must be heated to
some lower limit by the cosmic microwave background (CMB),
whose blackbody temperature scales as
T
z
=
0
CMB
(1+
z
), where
T
z
=
0
CMB
is the temperature of the present-day CMB,
T
z
=
0
CMB
=
2
.
73 K.
Assuming local thermal equilibrium between the ISM of Himiko
and the CMB at
z
=
6
.
595 (da Cunha et al.
2013
) yields a
lower limit of
T
d
=
21 K. Thus, it is appropriate to consider
a range of
T
d

20–40 K with
β
d

1
.
5. Because the larger
assumed dust temperature
T
d
=
40 K with
β
d
=
1
.
5 provides a
weaker upper limit, we adopt a conservative 3
σ
upper limit of
L
FIR
<
8
.
0
×
10
10
L

(8–1000
μ
m). Tables
1
and
3
present the
3
σ
luminosity upper limit.
3.2. ISM Metallicity from [C
ii
] Emission
We now turn to estimating the metallicity of the ISM of
Himiko using [C
ii
] emission as a valuable tracer in star-forming
regions. Despite our significant integration, no line is seen.
Figure
6
(and Table
3
) presents the upper limit to the [C
ii
]
luminosity in the context of the correlation with the SFR
(de Looze et al.
2011
). In the case of Himiko, the SFR was
obtained by SED fitting of the rest-frame UV to optical data,
including a correction for dust extinction (Section
3.3
). Himiko
clearly departs significantly from the scaling relation; the deficit
amounts to a factor of

times 30. Given the SFRs of de
Looze et al. (
2011
) for local galaxies are derived in a similar
manner to that for Himiko, including contributions from dust-
free and dusty starbursts with
Galaxy Evolution Explorer
’s UV
and
Spitzer
’s infrared fluxes, respectively, it is difficult to believe
that this deficiency is due to some form of bias arising from
comparing different populations.
Graci
́
a-Carpio et al. (
2011
) and Diaz-Santos et al. (
2013
)
present
L
[C
ii
]
/L
FIR
ratios for local starbursts that depend on
L
FIR
and the FIR and mid-IR surface brightnesses. As a result,
Diaz-Santos et al. (
2013
) argue that
L
[C
ii
]
may not represent a
particularly reliable indicator of SFR. However, FIR and mid-
IR luminosities only trace dusty starbursts and typically exclude
dust-free measures such as the UV luminosity. Because galaxies
with fainter FIR
/
mid-IR luminosities have a larger ratio of
L
[C
ii
]
/L
FIR
in the datasets probed by Graci
́
a-Carpio et al. (
2011
)
and Diaz-Santos et al. (
2013
), more dust-free star-formation is
expected in such systems. In this sense, the analysis of de Looze
et al. (
2011
) is perhaps more relevant as a prediction of what to
expect for Himiko. Nonetheless, given the importance of using
6
The Astrophysical Journal
, 778:102 (12pp), 2013 December 1
Ouchi et al.
Figure 6.
[C
ii
] luminosity as a function of SFR. The filled square indicates the
3
σ
upper limit luminosity of Himiko and the open diamond presents estimates
of HFLS3 (Riechers et al.
2013
). The solid line is the local scaling relation
determined with the data shown with bars (de Looze et al.
2011
). Note that the
bars are obtained by re-calculating the SFR values using the data of de Looze
et al. (
2011
), following the formula shown in de Looze et al. (
2011
). The shaded
region indicates the observed scatter.
L
[C
ii
]
as a possible tracer and the discussion that follows below,
independent studies of
L
[C
ii
]
as a function of UV luminosity
and
L
FIR
would be desirable. Figure
6
also shows that HFLS3 at
z
=
6
.
3 (Riechers et al.
2013
) follows the local scaling relation.
However, it should be noted that the SFR of HFLS3 is derived
from the FIR luminosity, and thus any contribution from dust-
free star-formation would be missing. In this sense, the SFR
may be a lower limit, in which case HFLS3 may also depart
somewhat from the local relation.
The absence of [C
ii
] emission in Himiko is perhaps the most
surprising result from our ALMA campaign. The emission line
is often assumed to be the most robust far-IR tracer of star
formation in high redshift galaxies, such that it may replace
optical lines such as Ly
α
in securing spectroscopic redshifts in
the reionization era. Our failure to detect this line in one of the
most spectacular
z

7 galaxies has significant implications,
which we discuss in Section
4
.
3.3. Improved Physical Properties from the Near-infrared SED
Although we derived some constraints on the integrated prop-
erties of Himiko in our earlier work (Ouchi et al.
2009b
),
we did not obtain an
E
(
B
V
) estimate and only the lower
limit of SFR with
E
(
B
V
)

0 was obtained, due to the
large uncertainties of photometric measurements. We now re-
fine these estimates based on our significantly deeper
HST
and
Spitzer
data. Our near-IR SED is taken using total magni-
tudes from the
HST
images (Section
2.2
), the
Spitzer
/
IRAC
SEDS images (Section
2.3
), and
JHK
DR8 data from the
UKIDSS
/
UDS survey. We tabulate these total magnitudes in
Table
3
including ground-based optical data previously given in
Ouchi et al. (
2009b
).
We present the SED of Himiko in Figure
7
and undertake
the
χ
2
fitting of a range of stellar synthesis models in the
same manner as Ono et al. (
2010b
), using the stellar synthesis
models of Bruzual & Charlot (
2003
) with the dust attenuation
formulation given by Calzetti et al. (
2000
). We adopt a Salpeter
Figure 7.
Optical to near-infrared SED of Himiko newly obtained by our deep
HST
and
Spitzer
observations, together with photometry from ground-based
observations. The red lines represent the best-fit SEDs of stellar synthesis models
with (left) and without (right) nebular lines (see Ono et al. 2010 for detailed
model descriptions). The filled squares denote
HST
and
Spitzer
/
SEDS fluxes
of Himiko defined by the total magnitudes. The open squares show
z

-band
fluxes that are not used for the SED fitting, due to the Ly
α
line contamination.
The large error bars at

0
.
8
μ
mand
>
5
μ
m are those obtained by Subaru and
Spitzer
/
SpUDS observations given by Ouchi et al. (
2009b
). The red crosses
represent the broadband fluxes expected from the best-fit SED models. For
various assumptions the fits indicate that Himiko has a SFR of 100
M

yr
1
,
stellar mass of 2–3
×
10
10
M

, and a selective extinction of
E
(
B
V
)
=
0
.
15
(see the text for details).
initial mass function (IMF; Salpeter
1955
) with lower and upper
mass cutoffs of 0.1 and 100
M

, respectively. Applying models
of constant and exponentially decaying star-formation histories
with metallicities ranging from
Z
=
0
.
02–1
.
0
Z

, we search
for the best-fit model in a parameter space of
E
(
B
V
)
=
0–1
and age
=
1–810 Myr (where the latter upper limit corresponds
to the cosmic age at
z
=
6
.
595). Nebular continuum and line
emission, estimated from the ionizing photons from young stars,
are optionally included following the metallicity-dependent
prescriptions presented in Schaerer & de Barros (
2009
) and
Ono et al. (
2010b
).
For a constant SFR history with no nebular emission and a
fixed metallicity of
Z
=
0
.
2
Z

, we find that our best-fit model
has a stellar mass of
M
=
3
.
0
+0
.
4
0
.
6
×
10
10
M

, a stellar age of
3
.
6
+0
.
4
0
.
8
×
10
8
yr, a SFR of 98
+2
2
M

yr
1
, and an extinction of
E
(
B
V
)
=
0
.
15 with a reduced
χ
2
of 3
.
1. This is a significant
improvement over our much weaker earlier constraints which
did not have the benefit of the
HST
/
WFC3 or
Spitzer
/
SEDS
data(Ouchi et al.
2009b
). The new infrared data play a critical
role in determining the Balmer break, thereby resolving the
degeneracy between extinction and age. On the other hand, the
fit itself is not very satisfactory. The reduced
χ
2
is large and
there is a significant discrepancy at 3
.
6
μ
m. Since the 3
.
6
μ
m
and 4
.
5
μ
m bands sample the strong nebular lines of H
β
+
[Oiii]
and H
α
, respectively, at
z
=
6
.
595, this encourages us to include
nebular emission in our fitting procedure. In fact, in Figure
4
,
we note that the IRAC 4
.
5
μ
m emission shows a positional
offset with respect to that at 3
.
6
μ
m, suggesting the possibility
of contamination by nebular emission.
Adding nebular emission to the stellar SED models given
above, the best fit has a more satisfactory reduced
χ
2
of 1
.
6, and
we derive a reduced stellar mass of
M
=
1
.
5
+0
.
2
0
.
2
×
10
10
M

and
a younger stellar age of 1
.
8
+0
.
2
0
.
2
×
10
8
yr, but similar values for
the SFR of 100
+2
2
M

yr
1
and extinction of
E
(
B
V
)
=
0
.
15.
Table
4
summarizes the results of our SED fitting with the
pure stellar and stellar+nebular models. In the stellar+nebular
models, we assume that all ionizing photons lead to nebular
emission lines corresponding to an escape fraction
f
esc
=
0. If we allow
f
esc
to be a free parameter, then following
7
The Astrophysical Journal
, 778:102 (12pp), 2013 December 1
Ouchi et al.
Table 4
Stellar Population of Himiko
Model
M
E
(
B
V
)
Age
SFR
sSFR
χ
2
/
dof
(
M

)
(mag)
(Myr)
(
M

yr
1
)(yr
1
)
(1)
(2)
(3)
(4)
(5)
(6)
(7)
Stellar+nebular
1
.
5
+0
.
2
0
.
2
×
10
10
0
.
15
a
182
+22
20
100
±
26
.
7
±
0
.
9
×
10
9
1
.
55
Pure stellar
3
.
0
+0
.
4
0
.
6
×
10
10
0
.
15
a
363
+44
75
98
±
23
.
3
±
0
.
5
×
10
9
3
.
13
Notes.
Columns: (1) models with or without nebular emission. (2) Stellar mass. (3) Color excess of dust extinction for
stellar continua. (4) Stellar age. (5) Star-formation rate. (6) Specific star-formation rate. (7) Reduced
χ
2
. The degree of
freedom (dof) is six.
a
The uncertainty of color excess is smaller than our model-parameter grid of
Δ
E
(
B
V
)
=
0
.
01.
Ono et al. (
2012b
) we find no change from the model above
(i.e.,
f
esc
=
0) and formally establish that
f
esc
<
0
.
2.
Labb
́
eetal.(
2010
) and Finkelstein et al. (
2010
)have
suggested from their pure stellar models that
HST
z
=
7–8
dropout galaxies have modest stellar masses (10
8
–10
9
M

) and
are quite young (30–300 Myr), in contrast with Himiko’s stellar
mass (
M

3
.
0
×
10
10
M

) and age (360 Myr) estimated
with our pure stellar models. Of course, Himiko is more
massive and energetic than typical LBGs seen in the small
area of the Hubble Ultra Deep Field. Its most notable feature
is its high SFR of

100
M

yr
1
, which is more than an
order of magnitude larger than those of the
HST
LBGs at
similar redshifts (

1–10
M

yr
1
; Labb
́
eetal.
2010
). Himiko’s
selective extinction,
E
(
B
V
)
=
0
.
15, is also larger than that
of
HST
dropouts, more than half of which are consistent with
no extinction (Finkelstein et al.
2010
). On the other hand, the
stellar mass of Himiko is only about 1
/
10th that of many sub-
millimeter galaxies (SMGs) at
z
3 (Chapman et al.
2005
).
We estimate a specific star-formation rate (sSFR), defined by a
ratio of SFR to stellar mass, to be sSFR
=
3
.
3
±
0
.
5
×
10
9
and sSFR
=
6
.
7
±
0
.
9
×
10
9
yr
1
, for the pure stellar
and stellar+nebular cases, respectively. Even though the stellar
masses are very different, Himiko, SMGs, and LBGs at
z
3
share comparable sSFRs
10
9
–10
8
yr
1
(seeFigure12of
Ono et al.
2010a
).
3.4. UV Spectral Slopes on the Spatially Resolved Images
The new
HST
data give us the first reliable measurement of the
UV continuum slope for each of the morphological components
identified in Figure
4
. The UV spectral slope provides a valuable
indicator of the combination of dust extinction, metallicity,
the upper IMF, and stellar age. We estimated the UV slope,
β
, from the
J
125
and
H
160
photometry, which samples the
continua at the rest-frame wavelengths of
1600 and
2100 Å,
neither of which is contaminated by either Ly
α
emission or the
Ly
α
-continuum break.
We calculate
β
via
β
=−
J
125
H
160
2
.
5log
(
λ
1
c
2
c
)
2
,
(1)
where
λ
1
c
and
λ
2
c
are the central wavelengths of the
J
125
and
H
160
filters, respectively. The estimates for each component are
summarized in Table
2
. We obtain
β
=−
2
.
00
±
0
.
57 for the
entire system of Himiko, which is comparable to the average
UV slope of

L
LBGs,
β
=−
2
.
09
±
0
.
22 (Bouwens et al.
2012
, see also Dunlop et al.
2013
). Figure
8
shows the UV-to-
FIR luminosity ratio, log(
L
FIR
/L
1600
), and the UV-continuum
slope,
β
, for the entire system of Himiko, and compares these
Figure 8.
UV to FIR luminosity ratio, log(
L
FIR
/L
1600
), as a function of the
UV-continuum slope,
β
. The filled square presents the upper limit of
log(
L
FIR
/L
1600
) and the measurement of
β
for the total luminosities of Himiko.
The solid line denotes the relation for local starbursts given by Meurer et al.
(
1999
).
estimates with the relation of local starbursts (Meurer et al.
1999
). Figure
8
indicates that Himiko has log(
L
FIR
/L
1600
)-
β
values comparable with or smaller than those of local dust-poor
starbursts. Since the Small Magellanic Cloud (SMC) extinction
has a smaller log(
L
FIR
/L
1600
) value at a given
β
(see Figure 10
of Reddy et al.
2010
) due to SMC’s steeper extinction curve in
A
λ
/A
V
-1
than that for local starbursts, it may be more
appropriate for Himiko. Our result also suggests that Himiko
is not associated with additional FIR sources that are invisible
in the rest-frame UV. These implications are consistent with
the conclusions of the UV-FIR luminosity ratio discussed in
Figure
5
.
More interestingly, the UV slopes of the individual substruc-
tures provide valuable information on the nature of Himiko.
Clumps B and C have
β
=−
2
.
04
±
0
.
47 and
β
=−
2
.
22
±
0
.
28, respectively, which are comparable to the average UV
slope of

L
LBGs. However, Clump A presents a very blue
UV slope,
β
=−
2
.
84
±
0
.
32. Because this component is de-
tected at the
20
σ
level in both
J
125
and
H
160
, the UV slope
is quite reliable. Bouwens et al. (
2012
) claim that selection and
photometric biases lead to an error of only
Δ
β

+0
.
1for
the brightest of their sources with
20
σ
photometry (see also
Dunlop et al.
2013
). Even including such a possible bias, Clump
A remains significantly bluer than the average

L
LBGs at the

2
σ
level.
As presented in Section
2.2
, Clump A also shows Ly
α
emission. Together with the blue UV slope, this suggests a
8
The Astrophysical Journal
, 778:102 (12pp), 2013 December 1
Ouchi et al.
Figure 9.
UV-continuum slope,
β
, as a function of rest-frame Ly
α
equivalent
width. The filled circle, square, pentagon, and diamond denote measures for the
entire system, and Clumps A, B, and C, respectively. The blue, cyan, green, and
red solid lines represent predictions based on instantaneous starburst models of
PopIII,
Z
=
10
5
Z

,0
.
01
Z

,and0
.
2
Z

with nebular and stellar continua
(Raiter et al.
2010
). The thin lines are the same, but for constant star-formation
models. The associated dotted lines show the effect of ignoring nebular emission.
The arrow indicates the effect of applying an extinction with
E
(
B
V
)
s
=
0
.
1
(see the text for details).
very young and
/
or metal poor component. However, the Ly
α
equivalent width is only EW
0
=
68
+14
13
Å. To understand the
significance of this, in Figure
9
, we compare
β
and EW
0
for the
entire Himiko system and the various clumps with the stellar
and nebular models of Raiter et al. (
2010
), where a Salpeter
IMF is assumed. In Figure
9
, the arrow size in
β
for the stellar
extinction of
E
(
B
V
)
s
=
0
.
1 is calculated using a combination
of the empirical relation,
A
1600
=
4
.
43 + 1
.
99
β
(Meurer et al.
1999
), and Calzetti extinction,
A
1600
=
k
1600
E
(
B
V
)
s
, where
k
1600
is 10 (Ouchi et al.
2004
). Similarly, the arrow size in EW
0
for
E
(
B
V
)
s
=
0
.
1 is estimated from the relation given in
Ono et al. (
2010a
) under the assumption of a
f
ν
flat continuum
and the standard SFR relations of UV and Ly
α
luminosities in
the case of B recombination. Figure
9
shows that the data points
of Himiko fall on the tracks of star-formation photoionization
models (Raiter et al.
2010
) within the measurement errors and
the dust-extinction correction uncertainties, and indicates that
the Ly
α
emission of Himiko can be explained by photoionization
by massive stars.
4. DISCUSSION
We now bring together our key results, both from the earlier
Subaru program (Ouchi et al.
2009b
) and the present
HST
and
ALMA campaigns, in order to understand the significance of
our upper limits on the [C
ii
] and dust emission, and thereby the
nature of Himiko.
4.1. The Low Dust and Metal Content of Himiko
We have shown (Figure
5
) that Himiko’s sub-millimeter
emission is comparable with or weaker than that of local
dwarf irregulars with far lower SFRs, indicating intensive star-
formation in a dust-poor gaseous environment. In fact, assuming
the local starburst SFR–
L
(FIR) relation of Kennicutt (
1998
)
with Himiko’s FIR upper limit luminosity of
<
8
×
10
10
L

,we
obtain SFR(FIR)
<
14
M

yr
1
, which is far smaller than not
only our best optical-NIR estimate SFR of

100
M

yr
1
,but
also the UV-luminosity SFR of SFR(UV)
=
30
±
2
M

yr
1
with no dust extinction correction. This is also true under the
assumption of the SFR–
L
(FIR) relation (Buat & Xu
1996
)
which is valid for local dust poor disk systems of Sb and later
galaxies, which provides SFR(FIR)
<
25
M

yr
1
. In this way,
Himiko does not follow the SFR–
L
(FIR) relation of typical
local galaxies, indicating a dust-poor gaseous environment. This
seems similar to observations that find extended Ly
α
emission in
dust poor low-
z
galaxies (Hayes et al.
2013
) and a high-
z
QSO
(Willott et al.
2013
). Based on numerical simulations, Dayal
et al. (
2010
) find that
z
6–7 LAEs are dust poor with a dust-
to-gas mass ratio smaller than the Milky Way by a factor of 20.
Dayal et al. (
2010
) predict a 1.4 mm continuum flux of

50
μ
Jy
for sources with
L
(Ly
α
)
=
2–3
×
10
43
erg s
1
at
z
=
6
.
6, a
result comparable to our ALMA observations. Deeper ALMA
observations could further test the model of Dayal et al. (
2010
)
and place important constraints on the dust-to-gas mass ratio.
Similarly, our strong upper limit on the [C
ii
] 158
μ
mline
(Figure
6
) places it significantly below the scaling relation of
L
[C
ii
]
and SFR that is obeyed by lower redshift galaxies. This
discovery indicates the following four possibilities: Himiko
has (1) a hard ionizing spectrum from an AGN, (2) a very
high density of photo-dissociation regions (PDRs), (3) a low
metallicity, and (4) a large column density of dust. In case
(1), a hard ionizing spectrum from an AGN can produce
little [C
ii
] luminosity relative to FIR luminosity, due to the
intense ionization field (Stacey et al.
2010
). As we discuss
in (2) of Section
4.2
, there are no AGN signatures; there
are no detections of X-ray and high-ionization lines, as well
as extended sources plus non-AGN-like Ly
α
profile+surface
brightness. We can rule out possibility (1). In case (2), a
very high density of PDRs provides more rapid collisional de-
excitations for the forbidden line of [C
ii
], and quenches a [C
ii
]
emission line. In case (3), the PDRs in Himiko are composed
of metal poor gas that may be quite typical of normal galaxies
observed at early epochs. De Looze (
2012
) has argued that
offsets from the [C
ii
]–SFR relation can be explained in terms of
metal abundance and this would imply a gas-phase metallicity
of

0
.
03
Z

. Indeed, for our young mean stellar age of
160–410 Myr, standard ionization-photon bounded
Hii
regions
with a local chemical abundance would yield [C
ii
] emission
somewhat above the local scaling relation, due to the expected
large PDRs. Moreover, the recent numerical simulations predict
that a [C
ii
] flux drops as metallicity decreases (Vallini et al.
2013
). Vallini et al. (
2013
) claim that Himiko’s gas-phase
metallicity is sub-solar on the basis of the comparison of their
models with the previous IRAM [C
ii
] upper limit. Comparing
these numerical models with our strong ALMA upper limit
of [C
ii
] would place further constraints on the metallicity of
Himiko. In case (4), the depth of C
+
zones in PDRs is determined
by dust extinction. Since the C
+
zones extend over the dust
extinction up to
A
v

4 (Malhotra et al.
2001
), heavy dust
extinction in the ISM does not allow the creation of a large
C
+
zones emitting [C
ii
]. However, from the no detection of
a 1.2 mm dust continuum discussed above, the heavy dust
extinction narrowing the PDRs is unlikely. As dust extinction
and gas phase metallicity generally correlate closely (Storchi-
Bergmann et al.
1994
; see also Finlator et al.
2006
), the weak
dust emission also suggests a very low metallicity gas. Thus,
case (3) is probably true, which contributes the weak [C
ii
]
emission. Case (2) could also help to weaken the [C
ii
] emission.
To summarize, faint [C
ii
] and weak dust emission can be
explained in a self-consistent manner with a very low metallicity
gas and little dust in a near-primordial system.
9