Upload
others
View
3
Download
0
Embed Size (px)
Citation preview
저 시-비 리- 경 지 2.0 한민
는 아래 조건 르는 경 에 한하여 게
l 저 물 복제, 포, 전송, 전시, 공연 송할 수 습니다.
다 과 같 조건 라야 합니다:
l 하는, 저 물 나 포 경 , 저 물에 적 된 허락조건 명확하게 나타내어야 합니다.
l 저 터 허가를 면 러한 조건들 적 되지 않습니다.
저 에 른 리는 내 에 하여 향 지 않습니다.
것 허락규약(Legal Code) 해하 쉽게 약한 것 니다.
Disclaimer
저 시. 하는 원저 를 시하여야 합니다.
비 리. 하는 저 물 리 목적 할 수 없습니다.
경 지. 하는 저 물 개 , 형 또는 가공할 수 없습니다.
이학석사 학위논문
NIR Spectroscopy of EarlyAfterglow of Ultra-Long
Gamma-Ray Burst 111209A
매우 긴 감마선폭발 111209A의 이른 시간 적외선
잔광 스펙트럼 분석
2017년 8월
서울대학교 대학원
물리·천문학부 천문학전공
이 상 윤
NIR Spectroscopy of Early Afterglowof Ultra-Long Gamma-Ray Burst
111209A
by
Sang-Yun Lee([email protected])
A dissertation submitted in partial fulfillment of the requirements for
the degree of
Master of Science
in
Astronomy
in
Astronomy Program
Department of Physics and Astronomy
Seoul National University
Committee:
Professor Bon-Chul Koo
Professor Myungshin Im
Professor Hyung Mok Lee
ABSTRACT
In the recent years, few gamma-ray bursts have been observed with extremely
long duration, over 1,000 s or 10,000 s, called ultra-long GRB. Among them, GRB
111209A at redshift z = 0.677 has the longest with an observer frame gamma-ray
prompt emission duration 7 hr. We observed early NIR spectrum of this ULGRB
using NASA’s 3m IRTF. It is the only spectrum data that shows early afterglow in
X-ray to Radio range. We use TAROT R-band data in addition to examining the
flux calibration. The NIR spectra shows synchrotron radiation with β = 1.22± 0.03
with electron power-law energy distribution index p 2.4. The thermal component
was too weak so we cannot figure out any clue about it. To see whether ULGRBs
can have a common origin as short/long GRB, we compare the spectrum of this
GRB with another ULGRB, GRB 101225A so called ”the Christmas burst”. In
contrast with GRB 111209A, GRB 101225A shows an early evolution of strong
blackbody component. These mutually exclusive properties make the two ULGRB
be considered with different progenitor candidates: core-collapse of a low metallicity
blue supergiant for GRB 111209A and merger of helium star with a neutron star
that underwent a common envelope phase for GRB 101225A. We also examine the
validity of external shock model with two characteristic frequencies: νc and νm.
Theoretically, it was possible to satisfy the observation using external shock model,
however, it is not preferable for the real situation. Instead, we see the possibility for
adopting magnetar model using synchrotron radiation theory.
Keywords: gamma-ray burst: general− gamma-ray burst: individual (GRB 111209A,
GRB 101225A)
Student Number: 2015-20363
i
ii
Contents
Abstract i
List of Figures v
List of Tables vii
1 Introduction 1
2 Data 9
2.1 IRTF . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 9
2.2 TAROT R-band . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 11
2.3 IRTF Reduction . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 12
3 Result 13
4 Discussion 23
4.1 Progenitor Diversity . . . . . . . . . . . . . . . . . . . . . . . . . . . 23
4.2 External Shock Synchrotron Radiation Model . . . . . . . . . . . . . 24
4.3 Magnetars . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 33
5 Conclusion 35
Bibliography 36
iii
Appendix 39
A Spectrum Data Table 39
요 약 133
iv
List of Figures
1.1 Standard model . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 4
1.2 GRB classification . . . . . . . . . . . . . . . . . . . . . . . . . . . . 6
1.3 SED temporal evolution of the ”Christmas burst” . . . . . . . . . . . 8
2.1 Tarot R-band spline . . . . . . . . . . . . . . . . . . . . . . . . . . . 11
3.1 NIR spectrum of epoch1 . . . . . . . . . . . . . . . . . . . . . . . . . 14
3.2 NIR spectrum of epoch2 . . . . . . . . . . . . . . . . . . . . . . . . . 15
3.3 NIR spectrum of epoch3 . . . . . . . . . . . . . . . . . . . . . . . . . 16
3.4 NIR spectrum of epoch4 . . . . . . . . . . . . . . . . . . . . . . . . . 17
3.5 NIR spectrum of epoch5 . . . . . . . . . . . . . . . . . . . . . . . . . 18
3.6 NIR spectrum of epoch6 . . . . . . . . . . . . . . . . . . . . . . . . . 19
3.7 NIR spectrum of epoch7 . . . . . . . . . . . . . . . . . . . . . . . . . 20
3.8 NIR spectrum of epoch8 . . . . . . . . . . . . . . . . . . . . . . . . . 21
3.9 Simultaneous plot of GRB 111209A and the ”Christmas burst” . . . 22
v
vi
List of Tables
2.1 IRTF observation epoch. T0 is Swift’s BAT alert time. . . . . . . . . 10
4.1 Parameters that shows νc, νm < 1013Hz. Test space are−6 ≤ log10 εB ≤
−2, −3 ≤ log10 εe ≤ −1, −3 ≤ log10 n ≤ 1, and 3 ≤ γ ≤ 300 . . . . . 25
4.2 Parameters that shows νc, νm < 1014Hz. Test space are−6 ≤ log10 εB ≤
−2, −2 ≤ log10 εe ≤ −1, −3 ≤ log10 n ≤ 1, and 3 ≤ γ ≤ 300 . . . . . 29
A.1 Spectrum data of first 4 epochs . . . . . . . . . . . . . . . . . . . . . 40
A.2 Spectrum data of last 4 epochs . . . . . . . . . . . . . . . . . . . . . 86
vii
viii
Chapter 1
Introduction
Gamma-ray bursts, so called GRBs are flash like events which radiate enormous
energy in a short duration, typically few to tens of seconds. Commonly, they divided
into two classes: short-hard GRB (SGRB) and long-soft GRB (LGRB) based on a
γ-ray duration, δtγ of 2 seconds. For SGRBs, the progenitors are believed as binary
mergers of compact objects such as neutron star + neutron star (NS-NS), black
hole + neutron star (BH-NS), black hole + white dwarf (BH-WD), or black hole +
helium star (BH-He) (Goodman 1986, Paczynski 1991). Also, it is promising that
SGRB will be detected as an electromagnetic (EM) counterpart of gravitational
wave (GW). On the other hand, the connection between LGRB and Type Ic core-
collapse supernovae (SNe) confirmed that the progenitors of LGRBs are massive
stars (Woosley et al. 2006).
Regardless of the class, the emission process is extensively explained using stan-
dard fireball + internal/external shock model. Once progenitors produce a black
hole with high-density accretion disk or torus, the central engines eject relativis-
tically expanding fireball with a relativistic ejecta as a shape of shells (Goodman
1986, Paczynski 1986).
Inside the fast-moving ejecta, internal shocks occur when relatively fast shells
1
2 Introduction
catch up the precedent shells. This process transforms the difference of kinetic energy
before and after the collision into the internal energy of merged shell. The electrons
accelerated by internal shocks and then emit non-thermal, synchrotron radiation in
the gamma-ray range called the prompt emission.
Meanwhile, the initial part of the ejecta propagates and sweeps the interstellar
medium(ISM). At the beginning, the swept ISM has no influence to the ejecta.
However, when the mass of swept up ISM is comparable to the mass of the ejecta,
deceleration becomes significant and the shells drive shocks into ISM. This is called
external shocks and they transfer the kinetic energy of the ejecta into the thermal
energy of shocked ISM. When the most of the kinetic energy transferred, afterglow
emission begins via synchrotron radiation in the X-ray to radio range.
External shock model is well described by Sari et al. (1998). They calculated
the broadband spectrum and the light curve of synchrotron radiation from electrons
accelerated by an expanding relativistic shock. In their description, it is assumed
that the energy distribution of electrons follows a power-law, with an index p above
a minimal Lorentz factor: N(γe)dγe ∝ γ−pe for γe > γm. If we consider a relativistic
shock propagating through a uniform cold medium with particle density n, then
the particle density and the energy density behind the shock are given as 4γn and
4γ2nmpc2, respectively, where γ is the Lorentz factor of the shock fluid (Blandford
et al. 1976). Sari et al. (1998) assumed that a constant fraction εe of the shock
energy goes into the electrons. Therefore the relation between γm and γ is given as
γm = εe(p− 2)
(p− 1)
mp
meγ (1.1)
They also assumed that the magnetic energy density behind the shock has a constant
fraction of the εB of the shock energy. From this assumption, the magnetic field in
the fluid frame is given as
B = (32πmpεBn)1/2γc (1.2)
Introduction 3
Meanwhile, the radiation power and the characteristic synchrotron frequency in the
observer frame with Lorentz factor γ >> 1 in the magnetic field B are
P (γe) =4
3σT cγ
2γ2eB2
8π(1.3)
ν(γe) = γγ2eqeB
2πmec(1.4)
From these equations, Sari et al. (1998) defined the two characteristic frequen-
cies: νm and νc. A power-law distribution indicates that most of the electrons have
their energy near Emin = γmmec2. Therefore νm = ν(γm) is typical synchrotron
frequency. νc corresponds to the critical Lorentz factor, γc which is computed from
γγcmec2 = P (γc)t, where t is measured in the observer frame. It is the frequency
that a significant fraction of the electron’s energy will radiate in a duration t.
γc =6πmec
σTγB2t(1.5)
With the relation of the two characteristic frequencies, they defined two regimes:
fast and slow cooling (Figure 1.1). Fast cooling is when νm > νc and slow cooling is
vice-versa. The main difference between the two regimes is the spectral slope. Fast
cooling shows ν−1/2 and ν−p/2, but slow cooling has ν−(p−1)/2 and ν−p/2.
In addition to the synchrotron radiation, some GRBs show thermal emission in
their spectral energy distribution (SED) or light curve. WIth a spectroscopy, ther-
mal component can be easily detected because the spectral shape of Planck function
is totally different with the shape of power-law Fν ∼ t−αν−β. On the other hand,
one can expect thermal component when the light curve does not follow the ten-
dency of power-law component such as later supernova-like bump. In this case, light
curve modelling can reveal the physical parameters of blackbody component. This
indicates the existance of a thermalized region. Generally, it is interpreted as photo-
spheric emission from optically thin part of the fireball. Pe’er et al. (2006) explains
that when the GRB jet breaks out the progenitor’s envelope, the relativistically
expanding hot plasma cocoon also emerges and emits blackbody radiation.
4 Introduction
Figure 1.1. Synchrotron spectrum of a relativistic shock with power-law electron
distribution. Upper panel (a) is fast cooling regime which is shown late prompt
phase or early afterglow times. During fast colling, νm > νc and the slope between
the two frequency has ν−1/2. Lower panel (b) is slow cooling which is expected at
late afterglow times. νc > νm, therefore the synchrotron emission is not effective as
fast cooling. In this regime, the slope between the two shows ν−(p−1)/2. This figure
was from Sari et al. (1998)
Introduction 5
Apart from classical short and long GRBs, several GRBs have δtγ > 1000 s or
even 10 ks (Figure 1.2). They are called ultra-long GRB (ULGRB). So far, only 15
GRBs have been confirmed as ULGRBs. This is less than 1% compared to the total
number of GRBs that have been detected since 1967: 7000 GRBs indicating very
rare event.This new classification is not yet strongly defined and still has opened
the debate on whether it can be classified as a new one or just the long tail of the
standard LGRB. Some research tried to analyze ULGRB with wolf-rayet(WR) star
progenitor (Gao et al. 2016) but a majority of research indicate that ULGRBs show
clear deviation from LGRBs. According to the latter case, their long durations are
hard to resolve using standard wolf-rayet star progenitor (Nakauchi et al. 2013,
Levan et al. 2014) and also statistically distinct from the standard LGRBs (Boer
et al. 2015).
Many progenitor candidates have been suggested to explain the observational
aspect. Above all, the following two are most probable: core-collapse of a low metal-
licity blue supergiant star (hereafter BSG) (Woosley et al. 2012, Gendre et al. 2013,
Nakauchi et al. 2013), and merger of a helium star with a NS that underwent a
common envelope (CE) phase, expelling its hydrogen envelope (hereafter He-NS)
(Fryer et al. 1998, Zhang et al. 2001, Barkov et al. 2011, Thone et al. 2011).
The GRB emission machanism of the BSG model is similar to the standard
model. This model natrually explains the long duration of ULGRBs. The low metal-
licity makes a weaker stellar wind, then eventually larger and massive envelope
compared to normal WR star can survive. Stellar envelope falls into the central en-
gine as a free fall time scale tff (r) =√r3/GMr therefore BSG can easily achieves
104s duration scale. Nakauchi et al. (2013) adopted cocoon-fireball photospheric
emission (CFPE) to explain the later SLSN-like bump in the light curve of ULGRB.
He-NS model is somewhat different with the BSG model. The main purpose
of He-NS model is to explain the evolution of strong blackbody component starts
6 Introduction
Figure 1.2. γ-ray duration and the approximate average isotropic luminosity of
transients. The lower luminosity sources categorized as Galactic sources that we
do not concern about. The soft-gamma repeaters (SGRs) in our own Galaxy are
shown in the green box. LGRB and SGRB are indicated by purple and blue boxes
individually. The red box contains the likely population of low-luminosity GRBs
(LLGRBs). The three ultra-long GRBs (GRB 101225A, GRB 111209A, and GRB
121027A) clearly deviate from the other classes. This image was obtained from Levan
et al. (2014).
Introduction 7
from early afterglow. The relativistic jet emitted from the central engine interacts
with the inner/outer boundary of the envelope. Since the number density of CE
is much higher, the two region become hot and emit blackbody radiation in X-ray
and UV-Optical-Radio range respectively. GRB 101225, so called the ”Christmas
burst” is an ULGRB that shows δtγ 7000s and average isotropic luminosity, Liso =
1.20×1049erg s−1 (Thone et al. 2011). This ULGRB is well described with He-NS
model (Figure 1.3).
As one can see, the two models are mutually exclusive. The BSG model shows
synchrotron radiation dominantely but hard to see strong blackbody component.
Therefore, this model cannot be applied to the ”Christmas burst”. On the other
hand, the He-NS model shows strong blackbody component. So, by analysing an
ULGRB’s SED, we can reject one of the two models. If a SED of ULGRB shows
strong blackbody radiation, the BSG model is rejected and it is possible to claim
that ULGRB might have single progenitor as the other two class. On the contrary, if
there exist snchrotron radiation dominantely, He-NS model should be rejected and
then it is natural to claim that ULGRBs have different progenitor.
In this paper, we analysis the early NIR spectrum of GRB 111209A that was
obtained during the prompt phase. GRB 111209A is ULGRB which has the longest
duration ( 7 hrs) among detected (Golenetskii et al. 2011). Swift’s Burst Alert
Telescope (BAT) detected at T0 = 2011 : 12 : 09 − 07 : 12 : 08UT and the
location is RA(J2000) = 00h 57m 22.63s, DEC(J2000) = −46d 48′ 03.8′′.
The redshift of z = 0.677 was calculated using FeII, MgII, MgI, CaII H&K lines
in UV/IR range (Vreeswijk et al. 2011). It shows average isotropic luminosity
Liso = 5.21×1049erg s−1 that is about 4 times larger than the ”Christmas burst”.
We investigate whether the black body component appears in the NIR/Optical range
with additional R-band data. The result makes us to determine which model is
proper to GRB 111209A.
8 Introduction
Figure 1.3. The UVOIR SED of GRB 101225A at various time. This shows tem-
poral evolution of SED from 0.07 days to 40 days. Filled circles are observation data
and triangles are upper limits. To fit the SED, two different component were needed:
expanding and cooling black body up to 10 days and an additional supernova for
the last four epochs. The Solid lines are the total flux of the two components. The
black body components are shown as dashed lines from day 5. The UVOIR black
body was 43000 K at 0.07 d with radius of 2× 1014cm (from Thone et al. (2011)).
Chapter 2
Data
2.1 IRTF
Shortly after the alert from the GCN Circulars, we observed GRB 111209A using
NASA’s 3m Infrared Telescope Facility (IRTF) at Mauna Kea, Hawaii, USA. The
SpeX spectrograph was used in the short cross-dispersion mode (SXD, 0.8 µm - 2.5
µm). A 0.8″ × 15″ slit was employed and a spectral resolution is 750. The observation
started at 2011:12:09−07:42:13 UT, or about T0 + 38 m. When the observation
started, the altitude of the target was already low at 20 degree (airmass = 2.8).
However, IRTF is capable to observe targets at very low altitudes due to its design to
observe solar system objects, and the observation continued until the target reached
the altitude of about 17 degree (airmass=3.4). In summary, we were able to obtain
the very early NIR spectra of GRB 111209A with a total of 8 epochs, with the
exposure time of 180 s per each epoch (Table 2.1). For A0V standard star, HD6208
was observed, which was near GRB 111209A.
9
10 Data
Table 2.1. IRTF observation epoch. T0 is Swift’s BAT alert time.
Epoch 1 2 3 4 5 6 7 8
Start(T0+[s]) 2281 2484 2681 2873 3080 3282 3494 3696
End(T0+[s]) 2460 2663 2860 3062 3259 3461 3673 3875
Data 11
2.2 TAROT R-band
Stratta et al. (2013) provide R-band data of TAROT ESO (Chile) robotic telescope.
The observation started from T0 + 492 s up to T0 + 3.7 ks (Klotz et al. 2011). We
use this data to verify the flux calibration of IRTF spectra. To do this, there need
to match the epoch of R-band data same as IRTF. So we spline interpolate the data
and take the average of the points which fall within each epoch (figure 2.1)
Figure 2.1. TAROT R-band data and modification. Black squares are law data
from Stratta et al. (2013), red is spline fitting, blue filled diamonds are average of
the points that fall within each epoch.
12 Data
2.3 IRTF Reduction
NIR data reduction was done by using Spextool v4.1 IDL packages. This process
consists of three steps: extraction, telluric correction, and merging. In order to ex-
tract spectra by orders from raw data, xspextool was used. All preprocess including
flat fielding, wavelength calibration, and background subtraction were done with
this program. Xtellcor performs telluric correction and flux calibration on extracted
multi-order spectra. Using a high-resolution model of Vega and observation data
of A0V standard star, this program modifies the Vega model to match the radial
velocity, reddening, resolving power, and HI equivalent widths of the observed stan-
dard star. The telluric correction spectrum can be obtained from the division of
the observed standard star spectrum by the modified Vega spectrum. Theoretically,
this correction spectrum only contains telluric spectra with a normalized continuum.
Therefore, the division of the source spectrum with telluric correction spectrum can
yield an intrinsic spectrum of the source. The extracted and corrected multi-order
spectra can combine into a single spectrum with xmergeorders. SpeX spectrograph
was designed to overlap the ordered spectra side by side for scaling the flux. How-
ever, it was not effective for this source because of the low signal-to-noise ratio (SNR)
and telluric contamination range from the earth’s atmosphere. The orders which are
hard to make scale factor use unity to combine.
Chapter 3
Result
NIR data was well fitted by a simple power law (Figure 3.1 − 3.8). In log-log plane,
the linear fitting was done with IDL Sixlin procedure with signal-to-noise ratio (SNR)
cut of 3. The mean value is β = 1.22 ± 0.03. Those spectral indices show good
agreement with the standard model as the slope of −p/2 assuming electron power-
law energy distribution index of p ∼ 2.4 (Figure 1.1) (Sari et al. 1998). We cannot
determine which regime the afterglow is. It is becuase we do not know where is
the frequency of minimum lorentz factor (or synchrotron injection frequency) νm is.
However it is certain that the cooling frequency νc is below the NIR range. On the
other hand, the thermal component is too weak to figure out in the early afterglow
of GRB 111209A. It is totally different from the spectral energy distribution (SED)
of GRB 101225A (“Christmas burst”) that shows evolving black body component
from 0.07d to more than 18 days (Thone et al. 2011) (Figure 3.9).
13
14 Result
Figure 3.1. NIR spectrum of epoch 1 with TAROT R-band. The start time is T0
+ 2281 s upto T0 + 2460 s. Spectral slope β = 1.26 ±0.04.
Result 15
Figure 3.2. NIR spectrum of epoch 2 with TAROT R-band. The start time is T0
+ 2484 s upto T0 + 2663 s. Spectral slope β = 1.08 ±0.02.
16 Result
Figure 3.3. NIR spectrum of epoch 3 with TAROT R-band. The start time is T0
+ 2681 s upto T0 + 2860 s. Spectral slope β = 1.32 ±0.02.
Result 17
Figure 3.4. NIR spectrum of epoch 4 with TAROT R-band. The start time is T0
+ 2873 s upto T0 + 3062 s. Spectral slope β = 1.24 ±0.02.
18 Result
Figure 3.5. NIR spectrum of epoch 5 with TAROT R-band. The start time is T0
+ 3080 s upto T0 + 3259 s. Spectral slope β = 1.23 ±0.02.
Result 19
Figure 3.6. NIR spectrum of epoch 6 with TAROT R-band. The start time is T0
+ 3282 s upto T0 + 3461 s. Spectral slope β = 1.17 ±0.02.
20 Result
Figure 3.7. NIR spectrum of epoch 7 with TAROT R-band. The start time is T0
+ 3494 s upto T0 + 3673 s. Spectral slope β = 1.20 ±0.04.
Result 21
Figure 3.8. NIR spectrum of epoch 8 with TAROT R-band. The start time is T0
+ 3696 s upto T0 + 3875 s. Spectral slope β = 1.20 ±0.04.
22 Result
Figure 3.9. Simultaneous plot of GRB 111209A and the ”Christmas burst” at sim-
ilar epoch: T0 + 0.07 d. The two ULGRBs’ SED is totally different. GRB 111209A
is shape of synchrotron radiation, on the other hand, the ”Christmas burst” is black-
body rdaiation of TBB= 47000 K.
Chapter 4
Discussion
4.1 Progenitor Diversity
ULGRB as a new class of GRB is not strongly defined yet but it is widely accepted
that there is some deviation between classical LGRB and ULGRB phenomenally
and statistically (Boer et al. 2015). This infers that we need somewhat different
progenitor for ULGRB. Many authors suggest various progenitor candidates and
each model has pros and cons. Above all, we’ll examine the two modles: BSG and
He-NS model. As we already mentioned, the two models are mutual independent.
That’s because each concentrate on the different emission component. BSG model
shares the same emission mechanism of the classical LGRB with WR star progenitor.
But the larger envelope of BSG make the central engine possible to last for 104 s.
Therefore, for BSG model, the main emission component is synchrotron radiation.
Blackbody component also can exist as a photospheric emission, however, normally
it is used for the explanation of SN-like or SLSN-like bump (Vreeswijk et al. 2011).
As a result, BSG model can explain GRB 111209A naturally but for the ”Christmas
burst”, it is hard to resolve the early evolution of strong blackbody component. On
the other hand, He-NS model is optimized to the blackbody component, so this
23
24 Discussion
model is decent explanation for the two blackbody component of the ”Christmas
burst” in X-ray and UVOIR range respectively. Without the blackbody component,
it is impossible to use He-NS model and our results of early NIR spectra of GRB
111209A show only synchrotron radiation. Therefore this model cannot be used
as the progenitor of GRB 111209A. To sum up, it is more natural to claim that
ULGRBs can have different progenitor and it seems unlikely to categorize the whole
ULGRBs with same emission mechanism as classical GRBs.
4.2 External Shock Synchrotron Radiation Model
According to the synchrotron radiation model, β = 1.22 ± 0.03 is corresponds to
the D or H region in figure 1.1 with p ∼ 2.4. This indicates that both characteristic
frequency, νm and νc have to locate below NIR frequency: 1014Hz. Also, in the real
situation, the slope values vary smoothly as time passes, therefore, the characteristic
frequencies should exist further below NIR region. We calculated νm and νc using
equation 1.1-5 with various parameter space and test whether the two frequencies
can satisfy the constraint(Table 4.1 and 4.2). There exist many parameter sets that
can satisfy our constraint, however, the frequencies quite close to the limit and have
similar values. It means that our observation was done right before or after the
transition of the cooling regime which is not preferable. By any chance if so, the
slope should be more gentle since the variation occurs smoothly. Therefore, it might
not possible to adopt external shock model and needs another emission mechanism
for this synchrotron radiation.
Discussion 25
Table 4.1. Parameters that shows νc, νm < 1013Hz. Test space are −6 ≤ log10 εB ≤
−2, −3 ≤ log10 εe ≤ −1, −3 ≤ log10 n ≤ 1, and 3 ≤ γ ≤ 300
log10 εB log10 εe log10 n log10 γ νc νm
-2.70 -3.00 1.00 2.08 8.66e+012 8.57e+012
-2.60 -3.00 0.90 2.08 8.66e+012 8.57e+012
-2.60 -3.00 1.00 2.08 6.13e+012 9.62e+012
-2.50 -3.00 0.80 2.08 8.66e+012 8.57e+012
-2.50 -3.00 0.90 2.08 6.13e+012 9.62e+012
-2.40 -3.00 0.70 2.08 8.66e+012 8.57e+012
-2.40 -3.00 0.80 2.08 6.13e+012 9.62e+012
-2.40 -3.00 1.00 1.98 7.72e+012 4.82e+012
-2.40 -2.90 1.00 1.98 7.72e+012 7.64e+012
-2.30 -3.00 0.60 2.08 8.66e+012 8.57e+012
-2.30 -3.00 0.70 2.08 6.13e+012 9.62e+012
-2.30 -3.00 0.90 1.98 7.72e+012 4.82e+012
-2.30 -3.00 1.00 1.98 5.47e+012 5.41e+012
-2.30 -2.90 0.90 1.98 7.72e+012 7.64e+012
-2.30 -2.90 1.00 1.98 5.47e+012 8.57e+012
-2.20 -3.00 0.50 2.08 8.66e+012 8.57e+012
-2.20 -3.00 0.60 2.08 6.13e+012 9.62e+012
-2.20 -3.00 0.80 1.98 7.72e+012 4.82e+012
-2.20 -3.00 0.90 1.98 5.47e+012 5.41e+012
-2.20 -3.00 1.00 1.88 9.72e+012 2.42e+012
26 Discussion
Table 4.1. (Con’d)
log10 εB log10 εe log10 n log10 γ νc νm
-2.20 -3.00 1.00 1.98 3.87e+012 6.07e+012
-2.20 -2.90 0.80 1.98 7.72e+012 7.64e+012
-2.20 -2.90 0.90 1.98 5.47e+012 8.57e+012
-2.20 -2.90 1.00 1.88 9.72e+012 3.83e+012
-2.20 -2.90 1.00 1.98 3.87e+012 9.62e+012
-2.20 -2.80 1.00 1.88 9.72e+012 6.07e+012
-2.20 -2.70 1.00 1.88 9.72e+012 9.62e+012
-2.10 -3.00 0.40 2.08 8.66e+012 8.57e+012
-2.10 -3.00 0.50 2.08 6.13e+012 9.62e+012
-2.10 -3.00 0.70 1.98 7.72e+012 4.82e+012
-2.10 -3.00 0.80 1.98 5.47e+012 5.41e+012
-2.10 -3.00 0.90 1.88 9.72e+012 2.42e+012
-2.10 -3.00 0.90 1.98 3.87e+012 6.07e+012
-2.10 -3.00 1.00 1.88 6.88e+012 2.71e+012
-2.10 -3.00 1.00 1.98 2.74e+012 6.81e+012
-2.10 -2.90 0.70 1.98 7.72e+012 7.64e+012
-2.10 -2.90 0.80 1.98 5.47e+012 8.57e+012
-2.10 -2.90 0.90 1.88 9.72e+012 3.83e+012
-2.10 -2.90 0.90 1.98 3.87e+012 9.62e+012
-2.10 -2.90 1.00 1.88 6.88e+012 4.30e+012
Discussion 27
Table 4.1. (Con’d)
log10 εB log10 εe log10 n log10 γ νc νm
-2.10 -2.80 0.90 1.88 9.72e+012 6.07e+012
-2.10 -2.80 1.00 1.88 6.88e+012 6.81e+012
-2.10 -2.70 0.90 1.88 9.72e+012 9.62e+012
-2.00 -3.00 0.30 2.08 8.66e+012 8.57e+012
-2.00 -3.00 0.40 2.08 6.13e+012 9.62e+012
-2.00 -3.00 0.60 1.98 7.72e+012 4.82e+012
-2.00 -3.00 0.70 1.98 5.47e+012 5.41e+012
-2.00 -3.00 0.80 1.88 9.72e+012 2.42e+012
-2.00 -3.00 0.80 1.98 3.87e+012 6.07e+012
-2.00 -3.00 0.90 1.88 6.88e+012 2.71e+012
-2.00 -3.00 0.90 1.98 2.74e+012 6.81e+012
-2.00 -3.00 1.00 1.88 4.87e+012 3.04e+012
-2.00 -3.00 1.00 1.98 1.94e+012 7.64e+012
-2.00 -2.90 0.60 1.98 7.72e+012 7.64e+012
-2.00 -2.90 0.70 1.98 5.47e+012 8.57e+012
-2.00 -2.90 0.80 1.88 9.72e+012 3.83e+012
-2.00 -2.90 0.80 1.98 3.87e+012 9.62e+012
-2.00 -2.90 0.90 1.88 6.88e+012 4.30e+012
-2.00 -2.90 1.00 1.88 4.87e+012 4.82e+012
-2.00 -2.80 0.80 1.88 9.72e+012 6.07e+012
28 Discussion
Table 4.1. (Con’d)
log10 εB log10 εe log10 n log10 γ νc νm
-2.00 -2.80 0.90 1.88 6.88e+012 6.81e+012
-2.00 -2.80 1.00 1.88 4.87e+012 7.64e+012
-2.00 -2.70 0.80 1.88 9.72e+012 9.62e+012
Discussion 29
Table 4.2. Parameters that shows νc, νm < 1014Hz. Test space are −6 ≤ log10 εB ≤
−2, −2 ≤ log10 εe ≤ −1, −3 ≤ log10 n ≤ 1, and 3 ≤ γ ≤ 300
log10 εB log10 εe log10 n log10 γ νc νm
-2.60 -2.00 1.00 1.78 9.72e+013 6.07e+013
-2.60 -1.90 1.00 1.78 9.72e+013 9.62e+013
-2.50 -2.00 0.90 1.78 9.72e+013 6.07e+013
-2.50 -2.00 1.00 1.78 6.88e+013 6.81e+013
-2.50 -1.90 0.90 1.78 9.72e+013 9.62e+013
-2.40 -2.00 0.80 1.78 9.72e+013 6.07e+013
-2.40 -2.00 0.90 1.78 6.88e+013 6.81e+013
-2.40 -2.00 1.00 1.78 4.87e+013 7.64e+013
-2.40 -1.90 0.80 1.78 9.72e+013 9.62e+013
-2.30 -2.00 0.70 1.78 9.72e+013 6.07e+013
-2.30 -2.00 0.80 1.78 6.88e+013 6.81e+013
-2.30 -2.00 0.90 1.78 4.87e+013 7.64e+013
-2.30 -2.00 1.00 1.68 8.66e+013 3.41e+013
-2.30 -2.00 1.00 1.78 3.45e+013 8.57e+013
-2.30 -1.90 0.70 1.78 9.72e+013 9.62e+013
-2.30 -1.90 1.00 1.68 8.66e+013 5.41e+013
-2.30 -1.80 1.00 1.68 8.66e+013 8.57e+013
-2.20 -2.00 0.60 1.78 9.72e+013 6.07e+013
-2.20 -2.00 0.70 1.78 6.88e+013 6.81e+013
-2.20 -2.00 0.80 1.78 4.87e+013 7.64e+013
30 Discussion
Table 4.2. (Con’d)
log10 εB log10 εe log10 n log10 γ νc νm
-2.20 -2.00 0.90 1.68 8.66e+013 3.41e+013
-2.20 -2.00 0.90 1.78 3.45e+013 8.57e+013
-2.20 -2.00 1.00 1.68 6.13e+013 3.83e+013
-2.20 -2.00 1.00 1.78 2.44e+013 9.62e+013
-2.20 -1.90 0.60 1.78 9.72e+013 9.62e+013
-2.20 -1.90 0.90 1.68 8.66e+013 5.41e+013
-2.20 -1.90 1.00 1.68 6.13e+013 6.07e+013
-2.20 -1.80 0.90 1.68 8.66e+013 8.57e+013
-2.20 -1.80 1.00 1.68 6.13e+013 9.62e+013
-2.10 -2.00 0.50 1.78 9.72e+013 6.07e+013
-2.10 -2.00 0.60 1.78 6.88e+013 6.81e+013
-2.10 -2.00 0.70 1.78 4.87e+013 7.64e+013
-2.10 -2.00 0.80 1.68 8.66e+013 3.41e+013
-2.10 -2.00 0.80 1.78 3.45e+013 8.57e+013
-2.10 -2.00 0.90 1.68 6.13e+013 3.83e+013
-2.10 -2.00 0.90 1.78 2.44e+013 9.62e+013
-2.10 -2.00 1.00 1.68 4.34e+013 4.30e+013
-2.10 -1.90 0.50 1.78 9.72e+013 9.62e+013
-2.10 -1.90 0.80 1.68 8.66e+013 5.41e+013
-2.10 -1.90 0.90 1.68 6.13e+013 6.07e+013
Discussion 31
Table 4.2. (Con’d)
log10 εB log10 εe log10 n log10 γ νc νm
-2.10 -1.90 1.00 1.68 4.34e+013 6.81e+013
-2.10 -1.80 0.80 1.68 8.66e+013 8.57e+013
-2.10 -1.80 0.90 1.68 6.13e+013 9.62e+013
-2.00 -2.00 0.40 1.78 9.72e+013 6.07e+013
-2.00 -2.00 0.50 1.78 6.88e+013 6.81e+013
-2.00 -2.00 0.60 1.78 4.87e+013 7.64e+013
-2.00 -2.00 0.70 1.68 8.66e+013 3.41e+013
-2.00 -2.00 0.70 1.78 3.45e+013 8.57e+013
-2.00 -2.00 0.80 1.68 6.13e+013 3.83e+013
-2.00 -2.00 0.80 1.78 2.44e+013 9.62e+013
-2.00 -2.00 0.90 1.68 4.34e+013 4.30e+013
-2.00 -2.00 1.00 1.58 7.72e+013 1.92e+013
-2.00 -2.00 1.00 1.68 3.07e+013 4.82e+013
-2.00 -1.90 0.40 1.78 9.72e+013 9.62e+013
-2.00 -1.90 0.70 1.68 8.66e+013 5.41e+013
-2.00 -1.90 0.80 1.68 6.13e+013 6.07e+013
-2.00 -1.90 0.90 1.68 4.34e+013 6.81e+013
-2.00 -1.90 1.00 1.58 7.72e+013 3.04e+013
-2.00 -1.90 1.00 1.68 3.07e+013 7.64e+013
-2.00 -1.80 0.70 1.68 8.66e+013 8.57e+013
32 Discussion
Table 4.2. (Con’d)
log10 εB log10 εe log10 n log10 γ νc νm
-2.00 -1.80 0.80 1.68 6.13e+013 9.62e+013
-2.00 -1.80 1.00 1.58 7.72e+013 4.82e+013
-2.00 -1.70 1.00 1.58 7.72e+013 7.64e+013
Discussion 33
4.3 Magnetars
One of an alternative explanation is magnetar. In the recent years, magnetars have
been suggested for long or ultra-long GRBs (Greiner et al. 2014; Ioka et al. 2016;
Gompertz et al. 2017). According to the precedent studies, magnetar model can
explain the associated supernova-like bump (SN 2011kl) more decently. To consider
this model, we calculated the magnetic field strength using equation 1.4-5.
νc =18πmecqeσ2TγB
3t2(4.1)
B = (18πmecqeσ2Tγνct
2)1/3 (4.2)
Assume the νc = 2.4µm, γ = 100, εB = 0.01, εe = 0.1, n = 1, p = 2.4 and t = 2400s,
the magnetic field strength is B = 0.46G. This value is the lower limit since the
smaller characteristic frequencies make larger magnetic field. This result indicates
that the real magnetic field should has at least few Gauss and that is quite big for
external shock model. On the other hand, if magnetar has 1015G then few Gauss
can easily obtained around R = 1016cm due to flux conservation. This argument is
quite simplified and needs more detailed analysis but still has a positive outlook for
the magnetar model.
34 Discussion
Chapter 5
Conclusion
Rarely but certainly, GRBs outburst with δtν over 1000 s or even 10000 s. Now they
are classified as a new class of GRB: ultra-long GRB. To explain these exceptionally
long burst, many authors suggest various progenitor candiidates. Among them, we
concentrate two models: BSG model and He-NS model. BSG model is similar to the
WR star progenitor and emits synchrotron radiation dominantly. He-NS model is
optimized to the blackbody component of GRB 101225, so called the ”Christmas
burst”. To examine the two model, we used NIR spectroscopy of early afterglow
of GRB 111209A which has the longest duration ever detected. The results shows
only synchrotron radiation without blackbody component. This is totally different
from the SED of the ”Christmas burst”, so we conclude that the two ULGRBs
have different progenitor and emission mechanism. One step forward, we tested
external shock model with a constraint for characteristic frequencies. Theoretically, it
is possible to make the two frequencies locate below the frequency limit, however, it is
quite far from the real situation. Therefore, we consider another emission mechanism
that uses magnetars as a progenitor. It was quite simplified analysis but still open
the possibility for the magnetar model.
35
36 Bibliography
Bibliography
Barkov, M. V., & Komissarov, S. S. 2011, MNRAS, 415, 944
Blandford, R. D., & McKee, C. F. 1976, Phys Fluids, 19, 1130
Boer, M., Gendre, B., & Stratta, G. 2015, ApJ, 800, 16
Fryer, C. L., & Woosley, S. E. 1998, ApJ, 502, 9
Gao, H., Lei, W.-H., You, Z.-Q., & Xie, W. 2016, ApJ, 826, 141
Gendre, B., Stratta, G., Atteia, J.-L., et al. 2013, ApJ, 766, 30
Greiner, J., Mazzali, P. A., Kann, D. A., et al. 2015, Nature, 523, 189
Golenetskii, S., Aptekar, R., Mazets, E., et al. 2011
Gompertz, B., & Fruchter, A. 2017, ApJ, 839, 49
Goodman, J. 1986, ApJ, 308, 47
Ioka, K., Hotokezaka, K., & Piran, S. 2016, ApJ, 833, 110
Klotz, A., Gendre, B., Boer, M., & Atteia, J. L. 2011, GCN Circular, 12633
Lamb, D. Q.,& Reichart, D. E. 2001, AIPC 586, 605
Levan, A. J., Tanvir, N. R., Starling, R. L. C., et al. 2014, ApJ, 781, 13
37
38 Bibliography
Nakauchi, D., Kashiyama, K., Suwa, Y., & Nakamura, T. 2013, ApJ, 778, 67
Paczynski, B. 1991, AcA, 41, 257
Paczynski, B. 1986, ApJ, 308, 43
Pe’er, A., Meszaros, P., & Rees, M. J. 2006, ApJ, 652, 482
Stratta, G., Gender, B., Atteia, J. L., et al. 2013, ApJ, 779, 66
Sari, R., Piran, T., & Narayan, R. 1998, ApJ, 497, 17
Thone, C. C., de Ugarte Postigo, A., Fryer, C. L., et al. 2011, Nature, 480, 72
Vedrenne, G. & Atteia, J. L. 2009, Gamma-ray bursts: the brightest explosions in
the Universe, Edited by Shadlow, M. Chichester, UK: Springer Praxis
Vreeswijk, P., Fynbo, J., & Melandri, A. 2011, GCN Circular, 12648
Woosley, S, E., & Heger, A. 2012, ApJ, 752, 32
Woosley, S. E., & Bloom, J. S. 2006, ARA&A, 44, 507
Zhang, W., & Fryer, C. L. 2001, ApJ, 550, 357
Appendix A
Spectrum Data Table
39
40 Appendices
Table
A.1.
Sp
ectr
um
dat
aof
firs
t4
epoch
s
[h]
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.8
104
1.6
30.6
41.
340.
731.
050.
431.5
81.0
5
0.81
16
0.8
30.5
22.
060.
581.
110.
600.9
80.8
9
0.81
28
0.9
70.2
92.
320.
921.
150.
680.5
90.6
2
0.81
40
1.0
90.6
81.
800.
701.
120.
260.6
60.3
1
0.81
52
0.5
70.4
61.
520.
410.
940.
210.1
40.3
2
0.81
63
0.8
90.1
71.
150.
921.
320.
451.1
10.3
8
0.81
75
0.6
40.4
21.
180.
461.
010.
151.1
20.4
7
0.81
87
0.8
70.6
21.
560.
420.
740.
541.3
10.2
2
0.81
98
1.1
50.9
91.
110.
540.
130.
740.9
30.2
4
0.82
10
0.5
90.5
40.
870.
820.
520.
571.3
10.5
7
0.82
22
1.0
20.5
80.
920.
591.
250.
470.7
60.4
1
0.82
33
0.1
20.9
01.
660.
451.
290.
480.6
70.6
0
0.82
45
1.0
80.5
21.
070.
751.
080.
660.6
30.6
4
0.82
57
1.5
20.5
91.
620.
450.
560.
591.0
40.4
5
0.82
68
0.5
80.3
90.
950.
611.
130.
300.6
00.5
6
0.82
80
1.0
20.4
11.
270.
781.
220.
520.9
50.3
6
Appendices 41
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.82
91
1.80
0.6
21.4
20.
391.
180.
501.1
00.1
9
0.8
303
0.76
0.4
11.6
90.
900.
750.
481.4
60.4
4
0.8
315
0.83
0.4
72.1
00.
451.
830.
481.0
90.4
5
0.8
326
1.12
0.3
81.2
70.
231.
140.
670.8
80.5
8
0.8
338
1.27
0.4
21.5
60.
291.
450.
340.8
30.4
6
0.8
350
0.82
0.3
51.6
60.
291.
480.
520.4
00.7
8
0.8
361
1.44
0.4
71.6
40.
750.
770.
300.6
70.5
2
0.8
373
1.60
0.4
61.6
60.
761.
020.
621.4
40.7
1
0.8
385
2.07
0.6
61.0
00.
470.
600.
441.3
00.5
5
0.8
396
1.25
0.5
21.4
40.
391.
040.
211.1
20.4
1
0.8
408
1.06
0.2
01.3
20.
431.
420.
411.0
40.2
4
0.8
419
1.52
0.4
81.2
80.
331.
200.
261.2
50.5
9
0.8
431
1.49
0.3
31.6
80.
211.
430.
760.9
10.2
2
0.8
443
1.36
0.2
41.2
60.
420.
910.
421.2
10.5
5
0.8
454
1.42
0.5
01.3
20.
500.
880.
701.4
70.4
4
0.8
466
1.26
0.5
22.0
30.
350.
990.
331.5
20.5
0
42 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.84
78
1.24
0.4
01.7
20.
251.
440.
501.1
20.4
5
0.8
489
0.88
0.4
30.9
60.
601.
450.
461.3
80.3
1
0.8
501
1.10
0.9
01.4
30.
801.
450.
481.0
50.5
9
0.8
512
1.80
0.2
61.6
60.
160.
750.
330.5
70.5
6
0.8
524
1.46
1.4
02.0
30.
501.
270.
210.4
70.6
3
0.8
536
1.05
0.8
91.6
30.
411.
530.
350.0
50.3
7
0.8
547
1.35
0.3
41.3
40.
231.
610.
520.7
70.3
7
0.8
559
1.37
0.2
70.4
50.
571.
190.
181.3
30.7
4
0.8
570
1.93
0.3
81.4
40.
581.
020.
351.0
70.5
3
0.8
582
1.39
0.7
31.4
60.
251.
060.
671.0
30.4
6
0.8
594
1.26
0.4
11.6
10.
601.
110.
280.9
90.4
7
0.8
605
1.65
0.4
61.5
80.
550.
780.
261.5
10.4
5
0.8
617
1.15
0.4
20.9
90.
320.
950.
261.3
20.3
8
0.8
628
1.35
0.5
91.5
20.
520.
930.
550.8
00.3
6
0.8
640
1.29
0.3
61.7
30.
341.
050.
271.6
90.5
2
0.8
652
1.16
0.4
51.2
20.
310.
820.
321.1
40.2
3
Appendices 43
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.86
63
1.37
0.5
41.3
30.
631.
410.
231.1
50.4
4
0.8
675
1.55
0.5
61.2
50.
431.
310.
271.2
80.2
8
0.8
686
1.46
0.4
91.9
00.
311.
120.
361.6
20.2
8
0.8
699
1.52
0.9
22.2
10.
451.
470.
371.1
40.5
3
0.8
713
1.66
0.5
71.8
70.
461.
080.
431.3
10.5
8
0.8
727
1.70
0.5
11.5
20.
591.
160.
431.0
90.2
2
0.8
741
1.42
0.6
00.9
90.
390.
940.
331.5
00.3
3
0.8
755
1.83
0.4
31.8
40.
521.
260.
251.1
50.5
5
0.8
769
1.43
0.6
91.4
40.
580.
960.
251.8
20.3
8
0.8
783
1.38
0.6
31.7
10.
750.
990.
251.5
10.3
1
0.8
797
1.11
0.6
71.6
90.
531.
730.
291.1
70.2
6
0.8
810
1.70
0.5
62.2
50.
761.
780.
421.4
90.2
5
0.8
824
1.41
0.5
91.7
30.
561.
320.
221.3
90.4
5
0.8
838
0.95
0.4
62.3
60.
551.
460.
551.7
80.3
9
0.8
852
1.54
0.6
31.4
50.
641.
220.
181.6
50.4
8
0.8
866
1.20
0.6
51.4
70.
451.
070.
341.9
10.2
8
44 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.88
80
0.96
0.5
21.7
30.
361.
370.
401.0
80.2
6
0.8
894
1.54
0.9
12.0
91.
721.
580.
301.7
30.2
2
0.8
908
1.57
0.6
81.9
60.
491.
320.
491.4
20.6
8
0.8
921
1.47
0.4
61.4
70.
631.
590.
521.2
70.6
3
0.8
935
1.44
0.8
41.6
60.
681.
200.
261.7
50.6
3
0.8
949
1.18
0.4
31.9
40.
601.
390.
581.2
80.2
6
0.8
963
1.49
0.4
32.3
00.
210.
770.
431.4
30.5
9
0.8
977
1.09
0.5
92.5
90.
741.
420.
251.2
90.6
4
0.8
991
1.25
0.8
21.8
40.
911.
570.
511.1
10.2
8
0.9
005
1.44
0.9
61.9
00.
921.
280.
271.4
10.5
4
0.9
019
1.80
0.4
71.9
70.
560.
770.
361.0
90.1
6
0.9
032
1.58
0.3
82.3
70.
991.
090.
371.5
90.5
6
0.9
046
1.56
0.5
81.6
60.
561.
160.
431.1
10.7
5
0.9
060
2.14
0.4
01.4
20.
331.
180.
441.7
20.5
3
0.9
074
1.22
0.5
61.6
40.
691.
300.
451.1
60.3
9
0.9
088
1.66
0.6
10.5
70.
401.
130.
351.3
80.3
6
Appendices 45
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.91
02
2.03
1.1
51.7
40.
271.
670.
701.0
60.3
7
0.9
116
1.70
0.5
21.5
10.
481.
710.
371.2
70.2
8
0.9
130
1.61
0.7
32.4
30.
891.
750.
681.4
60.6
5
0.9
143
1.04
0.4
31.4
70.
361.
320.
361.5
60.3
4
0.9
157
1.52
0.5
11.7
41.
091.
660.
591.3
70.4
6
0.9
171
1.75
0.6
31.5
20.
561.
410.
291.3
40.6
7
0.9
185
2.31
0.7
82.4
10.
591.
091.
591.3
21.3
4
0.9
199
1.59
0.8
11.4
50.
601.
070.
331.2
00.6
7
0.9
213
1.62
0.6
91.6
40.
241.
410.
201.3
00.3
3
0.9
227
1.09
0.6
41.6
10.
261.
460.
281.2
70.4
9
0.9
240
1.24
0.5
91.7
20.
591.
900.
571.5
10.5
6
0.9
254
1.41
1.1
61.9
90.
871.
040.
481.3
30.4
8
0.9
268
2.11
0.8
62.1
10.
611.
600.
641.8
40.3
6
0.9
282
1.48
0.7
43.1
30.
731.
130.
421.7
90.4
6
0.9
296
1.95
0.6
12.3
50.
621.
340.
531.8
70.5
8
0.9
310
1.62
1.1
91.4
31.
001.
290.
821.9
30.6
2
46 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.93
23
1.50
0.8
31.9
71.
370.
860.
541.7
20.6
5
0.9
337
2.02
1.1
31.1
60.
690.
720.
851.0
95.0
5
0.9
351
2.94
1.0
7-0
.22
1.22
0.45
0.81
1.6
80.6
9
0.9
364
1.92
1.8
01.4
90.
921.
080.
791.8
30.5
4
0.9
378
2.27
1.0
21.9
30.
861.
920.
351.5
50.6
6
0.9
392
2.17
0.7
41.5
20.
541.
190.
451.5
20.6
7
0.9
405
1.23
0.5
41.9
10.
451.
330.
311.4
40.3
6
0.9
419
2.08
0.4
21.8
50.
421.
350.
372.2
10.5
9
0.9
432
1.69
0.6
11.7
50.
361.
450.
721.7
10.7
0
0.9
446
1.44
0.5
11.2
80.
371.
620.
271.6
10.5
6
0.9
460
1.20
0.5
41.1
50.
641.
780.
541.2
30.4
6
0.9
473
1.34
0.7
72.3
20.
531.
800.
790.7
80.5
3
0.9
487
1.18
0.9
51.2
20.
451.
520.
601.4
00.3
9
0.9
500
1.16
0.4
21.5
10.
381.
620.
671.6
30.5
1
0.9
514
1.01
0.7
02.0
20.
301.
310.
511.7
60.3
6
0.9
527
1.81
0.3
31.4
80.
431.
160.
561.0
70.3
9
Appendices 47
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.95
41
1.91
0.4
41.7
90.
241.
400.
551.5
50.5
4
0.9
555
1.96
0.7
01.0
10.
431.
320.
381.4
20.8
4
0.9
568
2.06
0.3
91.8
90.
361.
560.
531.5
40.7
5
0.9
582
2.04
0.4
11.9
80.
681.
300.
561.7
00.5
1
0.9
595
1.25
0.2
12.5
40.
460.
980.
551.1
50.3
1
0.9
609
0.78
0.4
62.3
30.
401.
760.
291.2
60.4
2
0.9
622
0.96
0.4
82.0
00.
471.
170.
501.1
90.5
9
0.9
636
1.74
0.5
31.9
40.
571.
360.
621.3
00.7
2
0.9
649
1.65
0.4
82.0
10.
251.
270.
321.7
40.3
2
0.9
663
2.28
0.3
41.6
40.
301.
480.
111.2
90.2
8
0.9
676
2.15
0.4
21.7
10.
280.
920.
351.7
10.4
9
0.9
690
1.71
0.3
21.6
90.
301.
550.
411.3
40.4
4
0.9
703
1.74
0.3
51.7
10.
221.
320.
141.5
70.4
4
0.9
717
1.78
0.3
31.7
70.
421.
300.
391.4
70.4
7
0.9
731
1.72
0.4
11.5
20.
401.
670.
471.2
60.4
0
0.9
744
2.00
0.5
01.6
80.
281.
650.
341.1
40.2
4
48 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.97
58
1.61
0.4
42.0
70.
251.
390.
171.7
20.2
3
0.9
771
1.95
0.3
21.9
70.
301.
320.
441.8
20.1
5
0.9
785
2.37
0.2
61.6
90.
171.
420.
291.8
40.3
2
0.9
798
1.46
0.2
62.3
40.
611.
830.
531.2
90.1
4
0.9
812
1.86
0.2
92.0
40.
261.
580.
211.4
90.3
4
0.9
825
1.68
0.4
11.9
50.
391.
100.
351.6
90.4
4
0.9
839
1.68
0.4
62.2
50.
241.
700.
271.5
30.5
3
0.9
852
1.67
0.3
22.3
20.
181.
700.
191.8
00.2
2
0.9
866
1.82
0.2
92.0
10.
471.
810.
271.6
50.2
2
0.9
879
1.75
0.2
31.8
10.
261.
560.
501.4
60.1
6
0.9
893
2.20
0.1
51.9
10.
171.
820.
301.5
80.1
6
0.9
906
1.41
0.6
21.8
20.
281.
770.
291.5
30.1
6
0.9
920
1.95
0.7
32.0
90.
231.
740.
201.8
70.3
7
0.9
933
1.85
0.2
32.2
40.
101.
930.
151.6
80.2
2
0.9
947
1.68
0.5
32.2
60.
551.
680.
261.7
20.2
5
0.9
960
2.10
0.4
01.9
00.
381.
470.
211.3
30.4
5
Appendices 49
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.99
74
1.80
0.6
22.1
80.
371.
650.
211.4
10.2
2
0.9
987
1.60
0.3
21.5
80.
511.
710.
211.3
90.3
6
1.0
001
1.60
0.4
12.0
70.
211.
650.
401.3
90.2
4
1.0
014
1.84
0.3
31.9
70.
501.
690.
051.6
70.1
6
1.0
028
1.82
0.2
61.8
20.
161.
390.
361.7
90.3
5
1.0
041
1.82
0.3
21.6
60.
161.
710.
461.3
50.4
1
1.0
055
1.69
0.4
21.6
50.
441.
600.
291.2
40.2
0
1.0
068
2.00
0.4
91.8
60.
141.
860.
371.5
70.1
8
1.0
082
1.77
0.7
51.8
90.
121.
780.
251.2
40.2
6
1.0
095
1.89
0.3
12.0
10.
151.
960.
361.4
10.2
7
1.0
109
2.15
0.2
81.9
80.
321.
650.
132.0
40.4
4
1.0
122
1.81
0.4
41.9
80.
341.
570.
221.7
40.3
2
1.0
137
2.04
0.5
22.1
30.
581.
880.
191.3
50.2
1
1.0
153
2.22
0.3
71.9
10.
251.
650.
171.4
10.2
2
1.0
170
1.79
0.2
31.8
50.
281.
570.
221.1
30.2
1
1.0
186
2.39
0.4
51.8
40.
441.
650.
301.4
60.2
1
50 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.02
02
2.11
0.4
61.9
40.
401.
550.
261.4
30.2
0
1.0
218
1.72
0.3
91.6
90.
471.
610.
241.6
10.2
0
1.0
234
1.69
0.4
01.8
50.
251.
480.
251.4
70.2
1
1.0
251
1.82
0.3
61.8
80.
331.
400.
331.6
50.1
7
1.0
267
2.08
0.4
02.3
00.
431.
620.
141.5
10.1
8
1.0
283
1.91
0.3
51.6
90.
491.
350.
191.5
60.1
2
1.0
299
2.01
0.5
02.0
70.
291.
790.
441.5
50.3
8
1.0
315
1.74
0.2
52.1
60.
521.
390.
101.6
20.2
6
1.0
331
1.83
0.4
71.8
80.
431.
770.
401.6
10.2
9
1.0
348
2.73
0.4
61.6
90.
381.
650.
071.5
20.2
5
1.0
364
1.83
0.3
22.0
10.
481.
850.
461.5
10.1
1
1.0
380
2.07
0.4
92.0
10.
211.
780.
421.9
80.3
0
1.0
396
2.08
0.5
62.1
90.
661.
920.
271.4
60.2
7
1.0
412
1.73
0.3
71.7
30.
401.
510.
451.1
90.2
8
1.0
429
1.88
0.5
72.1
20.
581.
550.
231.6
70.2
6
1.0
445
2.07
0.4
71.6
20.
271.
550.
331.5
90.2
9
Appendices 51
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.04
61
1.89
0.4
12.1
90.
451.
830.
311.4
20.4
8
1.0
477
2.00
0.2
82.4
20.
561.
800.
351.4
40.2
8
1.0
493
1.31
0.3
42.6
10.
401.
840.
231.4
00.2
0
1.0
509
1.76
0.7
42.0
70.
391.
740.
221.5
20.3
0
1.0
525
1.96
0.6
72.0
10.
291.
690.
191.2
00.3
3
1.0
542
1.66
0.4
01.6
80.
461.
740.
201.3
30.2
6
1.0
558
2.14
0.5
51.6
30.
331.
570.
211.5
80.3
0
1.0
574
2.36
0.4
41.7
70.
561.
650.
371.7
40.2
3
1.0
590
2.12
0.5
01.6
50.
541.
510.
131.7
20.3
0
1.0
606
1.80
0.3
52.2
10.
311.
650.
291.6
80.3
0
1.0
622
1.86
0.5
71.8
50.
681.
590.
281.4
40.1
7
1.0
639
1.47
0.4
31.7
10.
461.
610.
211.4
80.2
8
1.0
655
1.81
0.7
32.0
60.
421.
730.
351.7
50.2
1
1.0
671
1.36
0.4
31.3
10.
461.
670.
201.6
90.3
4
1.0
687
2.23
0.8
31.4
20.
491.
860.
491.8
30.2
7
1.0
703
1.84
0.4
31.9
90.
641.
820.
091.6
80.1
6
52 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.07
19
2.61
0.4
43.0
10.
531.
950.
602.1
60.5
4
1.0
735
2.36
0.5
73.4
90.
741.
880.
291.2
60.4
1
1.0
752
2.08
0.7
82.1
00.
391.
770.
141.0
91.2
0
1.0
768
2.25
0.6
33.0
70.
471.
900.
450.9
76.7
5
1.0
784
2.96
0.5
93.7
80.
281.
630.
261.8
60.1
8
1.0
800
3.10
0.4
62.9
60.
201.
620.
211.5
00.2
9
1.0
816
2.70
0.4
32.8
10.
121.
770.
341.4
80.2
7
1.0
832
2.14
1.5
41.5
50.
422.
010.
401.8
20.4
4
1.0
848
3.67
16.2
42.1
30.
751.
690.
410.6
80.4
2
1.0
865
2.81
0.7
92.2
40.
561.
720.
271.3
60.3
4
1.0
881
2.03
0.3
42.3
30.
422.
030.
261.3
80.4
9
1.0
897
1.95
0.8
61.4
60.
621.
650.
271.5
20.2
5
1.0
913
2.74
0.5
31.9
90.
412.
200.
231.6
40.2
3
1.0
929
1.45
0.6
22.5
00.
521.
620.
381.4
50.4
7
1.0
945
1.92
0.5
42.5
40.
671.
640.
241.7
90.2
3
1.0
961
2.62
0.9
22.2
40.
711.
730.
371.8
90.3
4
Appendices 53
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.09
78
2.57
0.4
41.8
70.
641.
770.
401.8
30.3
8
1.0
994
1.92
0.5
12.2
50.
481.
820.
231.7
70.2
3
1.1
010
2.66
0.7
81.7
00.
921.
580.
511.9
50.2
5
1.1
026
2.55
2.9
61.7
20.
711.
620.
211.8
30.3
8
1.1
042
2.79
1.0
72.0
60.
491.
880.
311.4
40.3
7
1.1
058
2.16
0.4
62.2
70.
861.
620.
281.5
90.2
6
1.1
074
1.93
0.6
41.5
40.
451.
850.
331.5
90.3
2
1.1
090
2.45
0.4
91.7
51.
032.
060.
461.6
70.3
6
1.1
107
2.08
0.7
81.3
60.
631.
700.
191.6
00.4
1
1.1
123
2.13
0.7
21.8
40.
621.
360.
441.7
90.3
5
1.1
139
2.82
0.7
11.2
80.
651.
910.
201.8
70.5
7
1.1
155
2.91
1.0
61.5
80.
902.
241.
011.2
80.6
5
1.1
171
3.24
0.2
91.9
70.
912.
020.
402.8
00.5
7
1.1
187
3.01
1.1
21.7
41.
382.
020.
372.4
70.8
5
1.1
203
3.11
0.8
42.0
51.
732.
270.
452.3
80.5
6
1.1
219
2.97
1.4
62.7
61.
602.
311.
752.1
51.1
8
54 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.12
36
3.81
1.0
62.2
30.
941.
861.
031.6
91.0
3
1.1
251
1.93
0.5
53.1
91.
612.
620.
741.6
70.4
6
1.1
268
2.42
0.8
32.4
50.
501.
850.
371.7
80.6
5
1.1
285
2.89
0.3
62.8
40.
332.
260.
261.9
90.3
7
1.1
301
3.28
0.3
72.2
40.
261.
940.
371.9
90.4
2
1.1
317
2.64
0.2
31.9
20.
231.
680.
201.8
10.1
5
1.1
333
2.95
0.3
32.6
00.
412.
500.
901.9
20.1
3
1.1
350
2.31
0.5
91.9
90.
412.
200.
701.6
10.4
5
1.1
366
2.98
0.2
32.4
50.
161.
710.
491.6
90.5
8
1.1
382
2.90
0.3
32.6
90.
301.
600.
121.8
50.3
0
1.1
398
2.71
0.1
92.4
30.
211.
660.
391.8
10.3
0
1.1
415
2.72
0.1
82.1
40.
242.
060.
211.9
20.3
8
1.1
431
3.16
0.5
11.9
80.
261.
920.
341.4
20.5
1
1.1
447
2.29
0.4
22.3
40.
232.
180.
621.7
70.2
7
1.1
463
3.14
0.4
72.6
90.
351.
580.
542.5
60.8
6
1.1
480
2.82
0.1
52.2
90.
361.
800.
122.1
90.2
6
Appendices 55
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.14
96
2.47
0.2
72.4
10.
312.
260.
161.9
60.1
2
1.1
512
2.66
0.2
32.1
70.
261.
810.
311.9
70.1
8
1.1
528
2.51
0.2
12.3
60.
641.
890.
342.0
80.2
1
1.1
545
2.82
0.2
92.5
40.
292.
000.
231.9
00.2
7
1.1
561
2.37
0.2
62.5
00.
352.
070.
111.5
10.2
1
1.1
577
2.36
0.3
62.6
40.
492.
030.
331.9
20.0
7
1.1
593
2.27
0.3
02.4
40.
422.
070.
321.8
90.1
6
1.1
609
2.49
0.4
02.7
20.
591.
990.
371.9
80.2
1
1.1
626
2.39
0.1
82.5
60.
181.
710.
162.0
10.2
9
1.1
642
2.58
0.4
92.4
80.
331.
920.
212.0
40.2
7
1.1
658
2.42
0.2
92.4
70.
221.
870.
362.0
10.1
2
1.1
674
2.47
0.1
82.1
80.
141.
970.
092.0
70.0
7
1.1
691
2.42
0.0
92.8
00.
152.
060.
162.2
20.1
4
1.1
707
2.46
0.2
22.5
80.
131.
980.
121.7
70.2
0
1.1
723
2.42
0.4
02.5
90.
161.
770.
291.9
90.1
5
1.1
739
2.38
0.4
82.8
10.
352.
010.
302.0
30.3
1
56 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.17
55
2.80
0.2
62.6
00.
091.
910.
091.7
30.2
1
1.1
772
2.84
0.1
42.7
20.
241.
870.
221.9
50.1
5
1.1
788
3.25
0.3
32.4
40.
471.
900.
201.8
00.1
5
1.1
804
3.36
0.2
82.3
40.
231.
840.
192.0
00.0
8
1.1
820
3.25
0.3
62.3
50.
191.
910.
212.1
00.0
8
1.1
836
2.90
0.2
82.6
90.
311.
940.
182.0
10.3
4
1.1
853
3.00
0.2
12.6
20.
212.
060.
142.1
70.1
9
1.1
869
3.08
0.1
92.5
70.
101.
880.
082.0
90.1
2
1.1
885
3.25
0.2
42.4
30.
252.
050.
171.9
30.2
8
1.1
901
3.47
0.1
42.4
00.
181.
860.
221.9
00.1
6
1.1
917
3.28
0.1
52.3
80.
301.
930.
152.0
80.1
8
1.1
934
3.28
0.3
22.3
50.
181.
920.
192.1
90.1
6
1.1
950
3.13
0.1
12.3
80.
451.
960.
252.0
20.1
4
1.1
966
3.53
0.2
12.6
50.
401.
830.
211.9
60.2
1
1.1
982
3.28
0.3
72.5
80.
421.
850.
131.8
40.2
3
1.1
998
2.93
0.3
92.7
70.
182.
010.
242.1
40.1
0
Appendices 57
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.20
15
3.78
0.5
02.7
90.
241.
940.
141.7
90.1
5
1.2
031
3.35
0.2
52.4
80.
151.
760.
332.2
00.4
2
1.2
047
3.24
0.3
32.2
60.
181.
830.
130.6
711.
28
1.2
063
3.38
0.3
92.7
50.
431.
860.
161.8
80.6
3
1.2
079
3.18
0.2
13.0
60.
582.
010.
081.5
00.3
0
1.2
096
3.05
0.2
43.2
10.
201.
930.
141.7
60.2
6
1.2
112
3.05
0.2
82.5
80.
202.
060.
362.0
20.1
4
1.2
128
2.74
0.2
12.6
20.
381.
890.
242.0
10.5
3
1.2
146
3.37
0.5
02.6
60.
311.
920.
152.0
60.2
2
1.2
165
3.36
0.2
12.6
90.
311.
940.
191.9
40.2
3
1.2
185
3.27
0.3
42.7
30.
151.
740.
252.3
60.2
6
1.2
204
3.52
0.3
32.5
00.
202.
030.
362.1
60.1
6
1.2
223
3.37
0.2
42.7
10.
221.
990.
171.9
30.2
7
1.2
243
3.57
0.3
62.6
90.
232.
080.
151.7
90.1
5
1.2
262
3.29
0.4
12.7
00.
362.
130.
191.8
60.2
3
1.2
282
3.44
0.3
52.6
80.
242.
170.
172.0
40.4
3
58 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.23
01
3.46
0.2
73.0
10.
251.
970.
232.1
80.1
0
1.2
320
3.39
0.3
42.8
30.
362.
130.
142.0
50.1
5
1.2
340
3.38
0.4
02.8
20.
381.
990.
071.9
30.1
7
1.2
359
3.62
0.3
22.4
60.
321.
890.
122.3
00.2
6
1.2
379
3.28
0.2
72.4
50.
111.
990.
142.0
60.1
9
1.2
398
3.45
0.3
62.8
50.
172.
160.
131.9
40.1
7
1.2
417
3.23
0.4
02.8
00.
361.
910.
201.9
90.1
5
1.2
437
3.53
0.2
62.6
00.
192.
050.
292.1
00.1
3
1.2
456
3.56
0.7
92.8
40.
342.
090.
202.0
40.1
3
1.2
475
3.31
0.3
02.9
60.
212.
040.
132.2
20.1
7
1.2
495
3.41
0.4
32.9
00.
161.
900.
212.0
70.2
1
1.2
514
3.40
0.2
73.1
10.
212.
200.
181.8
30.2
4
1.2
534
3.16
0.4
73.0
20.
282.
100.
132.2
20.1
7
1.2
553
3.56
0.3
02.7
50.
291.
910.
102.2
00.1
1
1.2
572
3.96
0.4
52.7
00.
192.
120.
141.9
50.2
3
1.2
592
3.81
0.5
42.0
90.
371.
870.
322.2
00.2
4
Appendices 59
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.26
11
4.37
0.2
82.6
20.
242.
260.
362.4
10.4
9
1.2
630
3.56
0.1
72.7
50.
252.
330.
222.1
90.1
2
1.2
650
3.70
0.4
22.4
60.
382.
250.
172.3
90.2
9
1.2
669
3.54
0.4
82.5
90.
632.
080.
211.9
80.2
3
1.2
689
3.75
0.4
32.7
70.
432.
290.
412.5
80.5
6
1.2
708
3.45
0.3
42.5
30.
282.
330.
372.2
10.3
0
1.2
727
3.52
0.3
02.4
00.
252.
220.
172.1
10.1
6
1.2
747
3.14
0.3
63.0
10.
422.
150.
332.1
70.4
2
1.2
766
3.19
0.3
83.5
30.
512.
190.
472.2
30.4
3
1.2
785
3.30
0.3
12.4
80.
331.
990.
161.9
10.2
9
1.2
805
3.26
0.2
72.3
40.
202.
190.
522.1
90.2
0
1.2
824
3.72
0.2
62.6
50.
252.
050.
192.1
30.2
8
1.2
843
3.63
0.5
32.5
70.
122.
210.
322.0
90.2
7
1.2
863
3.69
0.3
12.7
60.
221.
920.
192.1
00.1
6
1.2
882
3.06
0.3
72.7
30.
242.
030.
172.2
00.1
6
1.2
901
2.97
0.4
92.7
90.
422.
090.
672.3
20.4
8
60 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.29
21
3.21
0.4
73.2
70.
752.
180.
332.3
00.4
3
1.2
940
3.16
0.4
63.0
10.
312.
220.
282.4
40.3
3
1.2
960
3.17
0.2
82.8
80.
312.
340.
382.1
60.1
2
1.2
979
3.19
0.2
62.8
70.
282.
180.
222.2
40.2
0
1.2
998
3.20
0.3
23.0
50.
312.
160.
252.2
40.1
5
1.3
018
3.37
0.5
02.6
10.
802.
260.
322.2
70.3
7
1.3
037
3.77
0.6
72.4
30.
322.
410.
172.3
60.2
0
1.3
056
3.36
0.6
12.5
40.
282.
250.
222.2
50.2
4
1.3
076
2.75
0.5
02.8
30.
302.
120.
352.0
90.2
6
1.3
095
3.51
0.4
72.6
20.
562.
170.
382.3
10.3
2
1.3
114
3.48
0.3
72.8
30.
412.
290.
192.2
20.1
4
1.3
134
3.25
0.2
33.0
30.
442.
310.
462.2
90.2
8
1.3
153
3.63
0.7
52.9
50.
522.
140.
252.3
20.2
8
1.3
172
3.83
0.4
02.9
30.
462.
420.
262.4
70.2
2
1.3
192
3.92
0.3
12.6
80.
342.
200.
182.4
60.1
3
1.3
211
3.66
0.4
32.7
30.
242.
520.
522.2
30.1
7
Appendices 61
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.32
30
4.04
0.7
83.2
00.
512.
610.
472.7
90.2
9
1.3
250
3.66
0.3
71.9
71.
062.
860.
802.3
10.1
6
1.3
269
3.78
0.6
73.0
00.
462.
190.
362.3
60.3
1
1.3
288
4.07
0.6
63.5
10.
672.
340.
202.2
80.3
2
1.3
308
3.57
0.6
02.9
70.
912.
640.
262.3
10.1
0
1.3
327
3.98
1.0
72.7
40.
772.
180.
652.8
80.4
8
1.3
346
3.87
0.3
43.6
40.
612.
680.
342.4
90.2
3
1.3
366
3.93
0.2
52.6
40.
622.
400.
342.8
10.4
0
1.3
385
3.96
0.3
33.8
10.
672.
800.
353.7
72.2
8
1.3
404
3.66
0.4
73.2
50.
812.
480.
382.8
70.4
1
1.3
424
3.92
0.3
62.6
80.
442.
080.
162.7
20.5
1
1.3
443
4.18
1.2
72.5
00.
982.
290.
422.8
30.5
4
1.3
462
4.18
0.6
73.0
21.
252.
680.
592.4
30.5
2
1.3
482
4.81
2.1
13.4
91.
182.
590.
782.7
40.6
7
1.3
501
5.28
1.3
14.1
62.
031.
970.
963.1
41.1
0
1.3
520
5.53
2.4
33.4
61.
281.
280.
992.3
20.6
6
62 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.35
39
9.47
6.1
04.0
73.
132.
972.
181.8
41.7
7
1.3
559
3.66
4.8
84.6
312
.64
4.13
5.22
2.8
84.4
7
1.3
578
23.6
718
.32
3.0
88.
217.
344.
684.2
25.0
5
1.3
597
19.6
112
.42
3.7
314
.08
5.32
12.3
25.9
113.
45
1.3
617
32.5
728
1.8
4-1
2.28
231.
91-2
5.29
73.0
17.2
0119
.13
1.3
636
6.29
16.7
85.6
915
.77
0.05
10.7
311
.84
14.
05
1.36
55
13.1
025
.14
6.2
241
.00
3.09
9.34
5.8
312.
40
1.3
675
117
.55
62.3
5-1
1.14
49.1
6-2
0.83
70.2
116
.23
67.
32
1.36
94
25.7
969
.33
-13.
7015
.16
11.8
410
.23
10.2
66.6
9
1.37
13
57.4
530
.10
-24.
7611
9.04
11.7
536
.11
35.0
570.
04
1.37
33
10.6
98.
48
-0.0
35.
32-0
.11
5.25
3.0
64.7
8
1.3
752
7.02
2.7
97.0
84.
923.
042.
675.2
04.0
4
1.3
771
5.59
3.3
55.1
44.
592.
062.
662.1
11.9
8
1.3
791
8.84
7.7
93.1
94.
816.
414.
023.1
82.5
0
1.3
810
17.4
618
.82
7.1
77.
81-2
.89
15.6
08.1
57.5
4
1.3
829
9.12
33.4
0-2
1.45
26.3
7-2
.16
9.53
10.5
847.
83
Appendices 63
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.38
49
24.2
69.
25
-2.7
420
.59
0.94
18.7
58.1
718.
39
1.3
868
9.20
2.9
63.5
43.
923.
651.
806.0
33.7
0
1.3
887
8.24
5.4
80.7
44.
122.
265.
743.4
53.6
3
1.3
906
7.22
2.0
24.3
22.
753.
823.
005.1
32.5
6
1.3
926
11.3
110
.69
4.3
510
.66
2.81
6.89
2.7
02.7
0
1.3
945
8.45
92.4
92.9
731
.50
5.23
23.1
8-3
.50
54.1
3
1.39
64
1.24
98.2
725
.69
75.4
65.
6751
.26
1.0
3104
.48
1.3
984
3.77
3.8
15.2
21.
553.
391.
382.3
21.0
3
1.4
003
44.9
888
.48
14.5
276
.74
6.58
20.7
714
.73
49.
17
1.40
22
4.47
2.8
77.9
09.
395.
333.
834.5
32.8
2
1.4
042
17.4
79.
88
5.5
06.
583.
385.
763.2
211.
34
1.4
061
5.30
2.2
52.3
06.
603.
241.
514.1
21.9
3
1.4
080
5.43
2.4
52.1
20.
933.
844.
623.2
73.1
8
1.4
100
4.04
0.6
13.6
30.
273.
930.
843.5
01.2
3
1.4
119
4.11
0.3
34.1
20.
593.
420.
933.1
20.4
8
1.4
138
4.75
0.7
33.2
40.
703.
180.
481.8
30.5
4
64 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.41
57
4.09
0.8
94.0
31.
203.
610.
702.1
50.5
9
1.4
177
4.37
0.6
23.8
50.
312.
760.
563.1
80.5
6
1.4
196
5.19
0.7
22.9
20.
784.
460.
912.8
90.3
9
1.4
215
4.32
0.2
43.4
00.
223.
130.
342.5
70.1
9
1.4
235
4.33
0.3
43.4
00.
532.
520.
473.0
20.5
1
1.4
254
4.17
0.1
83.6
70.
132.
450.
273.1
90.2
3
1.4
273
5.31
0.5
33.6
50.
322.
750.
523.4
10.5
6
1.4
293
4.73
0.2
93.7
50.
242.
870.
223.0
50.4
4
1.4
312
4.49
0.4
83.8
50.
352.
950.
312.9
60.3
5
1.4
331
4.30
0.2
73.9
20.
332.
820.
492.8
10.2
2
1.4
351
4.12
0.2
43.3
50.
442.
260.
253.3
10.3
2
1.4
370
4.09
0.5
73.7
20.
452.
950.
183.2
20.5
1
1.4
389
4.16
0.2
73.5
30.
323.
050.
463.1
70.2
6
1.4
408
4.28
0.2
94.0
60.
243.
120.
373.2
60.1
6
1.4
428
3.96
0.2
73.9
10.
273.
150.
223.1
50.4
1
1.4
447
3.80
0.1
33.5
80.
282.
820.
192.9
50.2
5
Appendices 65
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.44
66
3.95
0.3
13.3
90.
272.
700.
312.8
40.3
2
1.4
486
4.21
0.3
43.3
60.
212.
670.
082.7
80.1
6
1.4
507
3.99
0.6
33.2
70.
843.
380.
352.8
20.5
3
1.4
527
3.97
0.6
53.1
80.
312.
850.
512.6
10.6
3
1.4
547
4.00
0.1
53.5
80.
432.
710.
112.5
30.1
3
1.4
568
3.94
0.1
63.3
40.
373.
030.
312.8
10.3
1
1.4
588
3.76
0.3
73.3
90.
362.
620.
122.9
40.3
2
1.4
608
3.35
0.2
82.8
00.
622.
980.
233.2
20.2
8
1.4
628
4.39
0.5
63.4
70.
232.
450.
142.9
50.1
8
1.4
649
3.77
0.1
73.5
40.
242.
660.
152.7
60.2
1
1.4
669
4.18
0.7
63.1
50.
522.
780.
243.2
80.4
3
1.4
689
4.64
0.3
43.0
10.
373.
040.
412.9
90.5
2
1.4
709
4.12
0.5
93.6
30.
213.
280.
402.9
10.6
4
1.4
730
4.24
0.4
03.5
20.
312.
790.
223.1
10.1
7
1.4
750
3.98
0.4
83.4
70.
172.
480.
382.5
70.3
6
1.4
770
4.30
0.3
93.4
20.
302.
800.
352.5
20.3
2
66 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.47
90
4.37
0.4
73.8
90.
512.
740.
262.9
20.5
7
1.4
811
4.39
0.6
03.7
70.
292.
860.
252.6
40.1
1
1.4
831
3.74
0.7
53.5
30.
393.
200.
622.9
50.2
4
1.4
851
4.16
0.3
73.4
00.
393.
040.
252.9
30.2
5
1.4
871
4.23
0.3
03.0
90.
503.
020.
352.8
30.1
8
1.4
892
4.15
0.4
33.7
90.
463.
130.
672.8
80.2
9
1.4
912
3.70
0.4
33.3
50.
322.
720.
152.8
20.2
1
1.4
932
4.06
0.4
23.3
80.
352.
570.
253.2
20.2
5
1.4
952
3.85
0.1
43.3
50.
162.
690.
202.7
70.2
8
1.4
973
3.95
0.2
23.3
00.
162.
440.
242.8
00.1
0
1.4
993
4.06
0.2
63.2
80.
062.
590.
112.6
40.2
3
1.5
013
3.72
0.2
93.3
60.
422.
750.
272.6
30.2
0
1.5
033
3.77
0.1
93.3
30.
352.
790.
172.5
80.2
2
1.5
053
3.81
0.4
03.6
70.
712.
360.
872.8
80.9
4
1.5
074
3.85
0.3
53.7
40.
372.
760.
312.8
80.4
5
1.5
094
3.81
0.2
53.0
20.
282.
900.
362.8
50.2
7
Appendices 67
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.51
14
3.80
0.2
63.5
90.
062.
710.
252.6
60.4
0
1.5
134
3.69
0.2
03.5
00.
262.
630.
302.8
70.1
1
1.5
155
3.64
0.1
23.4
00.
212.
610.
092.9
50.1
2
1.5
177
3.73
0.3
33.5
50.
332.
600.
102.8
20.3
4
1.5
201
3.92
0.2
33.4
70.
182.
670.
452.8
70.2
8
1.5
225
3.70
0.0
73.5
00.
192.
700.
352.9
20.2
9
1.5
249
4.20
0.3
73.6
10.
543.
000.
172.7
80.3
5
1.5
274
4.02
0.2
13.7
50.
423.
020.
212.8
30.2
5
1.5
298
3.71
0.2
63.4
20.
252.
620.
372.9
00.3
1
1.5
322
3.80
0.4
83.6
60.
392.
760.
312.9
00.4
8
1.5
346
4.12
0.2
63.3
80.
162.
680.
372.9
70.4
0
1.5
371
3.99
0.2
43.5
40.
172.
870.
172.9
30.2
6
1.5
395
4.04
0.3
83.3
00.
302.
820.
113.3
40.2
0
1.5
419
4.22
0.4
03.4
60.
222.
710.
232.9
30.4
3
1.5
443
3.96
0.2
13.5
20.
732.
710.
152.8
60.3
4
1.5
468
4.39
0.4
23.4
20.
282.
910.
172.8
10.1
9
68 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.54
92
3.80
0.2
03.3
40.
172.
730.
172.9
60.2
3
1.5
516
4.11
0.2
13.4
80.
343.
080.
302.9
60.2
8
1.5
540
4.14
0.3
13.5
00.
402.
800.
382.8
20.3
3
1.5
564
4.03
0.3
33.6
20.
432.
890.
313.0
50.2
1
1.5
589
4.46
0.3
83.6
70.
442.
860.
603.1
40.5
0
1.5
613
4.46
0.4
03.6
90.
392.
660.
202.9
50.1
8
1.5
637
4.24
0.2
43.7
30.
452.
830.
212.9
50.4
1
1.5
661
4.11
0.4
33.6
10.
452.
550.
373.0
80.3
1
1.5
685
4.25
0.3
33.4
50.
282.
900.
252.9
90.2
1
1.5
710
4.39
0.3
83.4
80.
462.
550.
363.0
40.2
4
1.5
734
4.21
0.4
13.5
30.
352.
990.
172.9
20.3
0
1.5
758
4.01
0.3
03.3
60.
252.
700.
153.0
90.1
9
1.5
782
4.12
0.3
53.4
30.
212.
840.
182.6
80.2
4
1.5
806
4.18
0.2
93.5
20.
242.
810.
282.9
70.3
1
1.5
831
4.08
0.4
54.2
10.
672.
810.
523.2
20.7
3
1.5
855
4.14
0.3
33.7
10.
332.
830.
173.0
50.3
2
Appendices 69
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.58
79
4.16
0.2
13.5
90.
472.
730.
142.9
50.1
7
1.5
903
4.16
0.3
53.4
00.
322.
630.
273.1
70.2
9
1.5
927
4.34
0.2
53.5
60.
282.
870.
162.9
30.1
5
1.5
952
4.27
0.3
93.6
40.
242.
760.
213.0
50.2
8
1.5
976
4.13
0.5
63.7
50.
362.
630.
483.0
30.2
0
1.6
000
4.48
0.4
23.8
20.
393.
150.
263.1
50.2
4
1.6
024
4.49
0.4
93.1
90.
333.
210.
373.2
60.3
3
1.6
048
4.29
0.3
63.4
70.
402.
960.
253.2
30.2
1
1.6
072
4.41
0.4
84.0
10.
463.
160.
252.8
60.3
3
1.6
097
3.79
0.5
33.7
10.
192.
690.
172.9
10.1
1
1.6
121
4.12
0.3
43.3
70.
653.
090.
592.9
20.4
8
1.6
145
4.27
0.5
43.5
80.
302.
730.
253.2
00.2
7
1.6
169
4.30
0.4
03.7
60.
273.
020.
243.1
60.2
1
1.6
193
4.71
0.6
53.5
30.
333.
100.
283.3
80.5
5
1.6
217
4.29
0.3
93.5
60.
542.
910.
222.9
50.1
6
1.6
242
4.67
0.7
23.5
10.
613.
000.
402.8
00.4
9
70 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.62
66
4.41
0.3
03.4
70.
143.
040.
223.1
70.1
9
1.6
290
4.22
0.1
83.8
80.
312.
960.
213.2
60.2
0
1.6
314
4.32
0.4
03.5
00.
362.
860.
183.0
70.4
2
1.6
338
4.59
0.6
34.0
50.
443.
140.
452.7
80.5
4
1.6
362
4.69
0.6
74.2
20.
572.
850.
223.4
40.4
1
1.6
387
4.42
0.4
33.9
50.
653.
300.
333.1
80.1
2
1.6
411
4.40
0.5
43.4
40.
252.
910.
373.2
40.2
0
1.6
435
4.27
0.4
33.3
40.
642.
940.
213.0
30.3
8
1.6
459
4.42
0.2
73.8
70.
223.
090.
373.1
10.6
4
1.6
483
4.46
0.4
13.9
10.
362.
890.
753.3
20.2
3
1.6
507
5.08
0.6
93.5
80.
392.
990.
433.2
20.4
6
1.6
531
4.58
0.2
93.8
80.
423.
010.
303.2
80.3
6
1.6
556
4.48
0.4
93.5
90.
243.
220.
203.2
30.4
2
1.6
580
4.58
0.4
93.9
60.
353.
070.
273.3
00.1
8
1.6
604
4.56
0.4
33.8
50.
263.
050.
183.2
40.2
2
1.6
628
5.00
0.4
03.6
00.
202.
930.
133.0
10.1
7
Appendices 71
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.66
52
4.62
0.1
93.6
70.
133.
050.
273.0
00.2
2
1.6
676
4.78
0.5
84.3
40.
713.
410.
623.2
90.5
0
1.6
701
4.66
1.0
13.4
00.
543.
840.
733.3
80.4
7
1.6
725
4.54
0.2
23.8
00.
433.
360.
363.3
10.1
6
1.6
749
4.67
0.4
03.8
80.
292.
930.
263.1
00.2
6
1.6
773
4.61
0.5
44.4
70.
683.
160.
292.9
00.3
9
1.6
797
4.55
0.4
43.8
80.
213.
260.
363.2
90.2
0
1.6
821
4.51
0.2
83.7
80.
103.
190.
313.1
10.1
7
1.6
845
4.48
0.4
84.0
30.
522.
810.
243.2
40.2
0
1.6
870
4.74
0.3
23.9
40.
313.
220.
273.0
80.2
3
1.6
894
4.53
0.6
53.5
80.
403.
020.
783.2
50.5
1
1.6
918
4.67
0.3
73.7
90.
443.
530.
263.1
70.4
5
1.6
942
4.60
0.4
43.9
70.
403.
170.
443.2
70.4
5
1.6
966
4.75
0.5
33.8
60.
433.
250.
463.4
30.8
2
1.6
990
4.59
0.5
44.2
00.
533.
210.
263.1
80.3
2
1.7
014
4.86
0.6
03.8
80.
473.
141.
013.2
20.7
6
72 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.70
38
4.16
0.3
93.4
90.
193.
240.
213.4
40.3
4
1.7
063
4.43
0.1
84.0
60.
563.
350.
323.5
00.2
7
1.7
087
4.48
0.8
84.1
70.
482.
780.
233.2
80.3
6
1.7
111
4.77
0.4
04.2
30.
362.
880.
273.3
30.5
1
1.7
135
4.52
0.4
14.1
60.
553.
270.
583.6
00.6
6
1.7
159
5.15
0.3
74.1
10.
503.
270.
373.1
40.3
2
1.7
183
4.66
0.5
13.8
00.
403.
130.
193.5
30.1
7
1.7
207
4.67
0.2
83.7
50.
443.
810.
573.4
80.3
2
1.7
232
4.44
0.5
94.1
70.
263.
630.
543.2
80.5
8
1.7
256
4.73
0.4
94.1
80.
253.
780.
403.6
00.5
2
1.7
280
4.66
0.4
23.5
90.
423.
450.
333.7
10.2
9
1.7
304
4.69
0.7
04.0
60.
373.
260.
293.5
90.5
5
1.7
328
4.52
0.8
53.8
10.
312.
960.
443.4
30.2
6
1.7
352
4.15
0.5
44.5
20.
493.
010.
463.4
90.3
0
1.7
376
4.53
0.2
63.8
30.
513.
480.
473.4
80.5
0
1.7
400
4.42
0.6
24.1
70.
423.
450.
443.1
70.4
3
Appendices 73
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.74
25
4.89
0.6
63.7
50.
593.
250.
403.3
50.6
8
1.7
449
4.29
0.3
23.6
70.
423.
380.
653.7
70.6
1
1.7
473
4.36
0.3
33.8
70.
373.
440.
253.6
40.2
5
1.7
497
4.94
0.8
84.4
10.
513.
380.
503.2
90.5
7
1.7
521
4.66
0.2
34.4
90.
343.
450.
363.2
60.4
5
1.7
545
4.99
0.6
64.1
80.
273.
520.
433.3
50.2
9
1.7
569
4.79
0.8
13.9
80.
203.
170.
553.3
80.4
6
1.7
594
4.66
0.5
24.5
10.
483.
760.
573.3
20.4
6
1.7
618
4.91
0.5
14.3
60.
603.
220.
373.2
80.3
7
1.7
642
4.57
1.3
84.0
60.
923.
580.
933.3
40.6
9
1.7
666
4.76
0.5
74.2
31.
114.
000.
782.7
31.0
5
1.7
690
5.34
0.8
23.6
60.
433.
110.
403.8
50.8
5
1.7
714
4.71
0.6
24.1
50.
463.
550.
523.4
40.4
3
1.7
738
4.99
0.6
54.3
10.
703.
120.
333.3
60.4
0
1.7
763
5.50
0.5
94.5
70.
423.
910.
533.8
40.4
2
1.7
787
4.45
0.3
23.5
90.
583.
550.
463.5
40.5
7
74 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.78
11
4.41
0.4
93.9
10.
553.
940.
884.4
00.9
0
1.7
835
5.81
0.5
53.7
00.
393.
190.
823.5
50.5
7
1.7
859
4.95
0.7
84.3
30.
543.
220.
453.1
50.9
4
1.7
883
5.42
0.8
53.7
80.
763.
650.
432.8
40.9
9
1.7
907
4.36
0.7
54.4
70.
433.
380.
554.3
31.3
4
1.7
932
5.72
1.0
74.7
40.
573.
770.
624.3
10.7
9
1.7
956
4.12
0.5
44.0
30.
603.
190.
444.3
00.6
1
1.7
980
5.11
0.3
94.4
30.
553.
501.
164.3
31.1
9
1.8
004
5.50
1.6
85.5
71.
375.
812.
632.1
82.1
8
1.8
028
5.95
1.1
35.2
71.
183.
601.
213.4
01.4
1
1.8
052
6.18
0.4
84.9
71.
243.
691.
193.7
40.6
8
1.8
076
7.74
1.7
02.8
82.
123.
100.
944.9
52.1
2
1.8
101
5.40
2.0
34.0
91.
123.
350.
423.8
41.4
0
1.8
127
6.33
3.4
61.6
72.
072.
922.
831.8
62.5
3
1.8
153
5.60
NaN
4.0
5N
aN1.
84N
aN4.4
7N
aN
1.8
793
7.89
NaN
7.2
6N
aN3.
96N
aN5.7
5N
aN
Appendices 75
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.88
20
6.79
1.4
96.0
00.
765.
390.
735.2
11.0
2
1.8
847
8.79
2.3
17.2
71.
635.
270.
963.6
91.2
9
1.8
874
7.04
0.2
44.8
51.
373.
961.
954.1
00.7
2
1.8
901
6.94
3.2
65.1
71.
875.
181.
883.4
40.9
6
1.8
928
7.77
1.7
210
.57
6.36
-0.1
15.
863.2
23.2
6
1.8
955
6.05
1.4
45.1
50.
623.
970.
794.5
31.0
6
1.8
982
12.1
611
.64
5.8
93.
264.
901.
396.9
86.7
7
1.9
009
13.7
54.
87
1.6
96.
493.
038.
6711
.20
7.7
5
1.90
37
10.7
83.
17
6.3
03.
655.
072.
187.0
42.5
4
1.9
064
5.99
11.0
04.7
63.
154.
237.
065.8
75.9
0
1.9
091
7.20
1.7
15.6
61.
025.
010.
974.8
81.3
2
1.9
118
7.67
1.9
06.0
33.
187.
061.
333.0
25.2
7
1.9
145
21.1
810
.06
6.4
27.
805.
9213
.71
9.2
76.1
9
1.9
172
7.53
0.9
34.4
41.
444.
400.
764.1
91.8
7
1.9
199
7.59
1.4
84.6
42.
043.
770.
473.9
51.2
8
1.9
226
6.20
1.0
64.9
21.
684.
361.
684.6
52.7
4
76 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.92
53
6.40
1.2
15.4
71.
334.
930.
924.0
40.9
5
1.9
280
7.46
1.1
74.4
11.
174.
741.
313.8
50.3
9
1.9
307
7.37
0.4
25.2
40.
864.
400.
244.0
20.4
7
1.9
334
6.15
0.9
14.8
60.
574.
080.
664.4
90.3
2
1.9
361
6.00
0.5
14.2
10.
563.
340.
704.2
50.5
0
1.9
388
6.82
0.6
94.6
70.
374.
160.
494.2
30.1
6
1.9
415
6.76
0.5
64.8
90.
163.
890.
604.8
30.5
8
1.9
442
6.00
0.4
04.5
40.
374.
680.
284.1
70.4
4
1.9
469
6.40
0.4
55.0
80.
144.
300.
374.3
00.4
9
1.9
496
6.29
0.5
24.5
20.
124.
430.
554.0
20.3
4
1.9
523
5.87
0.7
34.9
20.
504.
340.
483.9
30.2
7
1.9
550
7.40
1.0
14.9
10.
384.
710.
494.0
61.3
6
1.9
577
7.88
1.2
84.4
61.
864.
511.
065.1
60.9
2
1.9
604
6.67
0.5
54.3
70.
453.
900.
384.7
50.4
5
1.9
631
6.08
0.6
24.4
10.
574.
350.
493.8
50.4
0
1.9
658
6.23
0.5
84.8
00.
623.
990.
483.9
80.4
2
Appendices 77
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.96
85
6.00
0.4
14.5
70.
674.
010.
373.7
70.2
6
1.9
711
5.97
0.3
64.5
10.
214.
120.
663.9
40.3
5
1.9
738
5.78
0.3
24.5
90.
523.
940.
383.7
40.1
6
1.9
765
4.97
0.8
34.5
30.
483.
550.
463.4
80.3
7
1.9
792
5.63
0.5
34.5
70.
134.
100.
273.5
60.2
1
1.9
819
5.25
0.3
34.4
80.
153.
980.
273.9
30.2
2
1.9
846
5.11
0.1
44.4
30.
263.
940.
263.8
20.3
1
1.9
873
5.52
0.2
34.5
80.
263.
960.
093.8
50.2
4
1.9
900
5.42
0.2
64.6
80.
164.
010.
173.6
80.0
9
1.9
927
5.32
0.2
24.4
90.
133.
700.
273.7
00.1
5
1.9
954
5.52
0.1
84.6
90.
283.
990.
273.9
00.1
1
1.9
981
5.97
0.1
54.7
10.
344.
200.
293.6
60.2
1
2.0
008
6.34
0.8
34.6
51.
064.
801.
424.2
00.8
6
2.0
035
8.71
3.4
06.9
92.
466.
133.
154.7
92.1
4
2.0
062
8.16
1.0
64.1
42.
226.
011.
684.5
11.3
5
2.0
089
6.58
0.3
04.2
80.
423.
950.
603.7
40.6
0
78 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
2.01
16
7.59
0.9
85.1
20.
266.
261.
224.1
61.3
3
2.0
143
-19.
9531.2
45.2
21.
625.
861.
143.7
55.4
9
2.0
170
5.95
1.5
94.5
50.
925.
070.
114.7
70.7
9
2.0
197
6.00
0.5
25.0
60.
484.
310.
614.3
20.7
3
2.0
226
6.06
0.3
25.0
00.
224.
250.
314.0
50.1
3
2.0
258
5.81
0.3
04.4
70.
494.
180.
123.8
70.4
3
2.0
291
5.82
0.5
14.5
60.
354.
070.
354.2
80.5
0
2.0
323
5.74
0.1
54.6
30.
213.
820.
294.2
20.4
4
2.0
355
5.66
0.3
44.5
90.
174.
270.
193.9
00.2
8
2.0
388
5.66
0.2
94.6
20.
184.
020.
084.2
70.2
3
2.0
420
5.56
0.3
14.4
70.
403.
860.
284.1
10.3
8
2.0
452
5.64
0.2
24.7
70.
213.
900.
103.8
70.1
1
2.0
485
5.61
0.4
14.7
80.
234.
160.
223.7
10.3
4
2.0
517
6.18
0.6
14.6
80.
323.
980.
233.9
90.1
4
2.0
549
6.27
0.6
14.6
80.
514.
470.
403.8
90.4
7
2.0
581
6.19
0.4
15.1
60.
304.
070.
734.2
80.5
6
Appendices 79
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
2.06
14
5.91
0.1
74.6
30.
274.
040.
293.9
90.1
0
2.0
646
6.03
0.3
25.0
00.
443.
990.
224.1
10.2
8
2.0
678
6.07
0.1
54.9
50.
304.
200.
174.2
50.3
5
2.0
711
5.74
0.3
05.0
80.
234.
370.
324.5
30.3
5
2.0
743
6.18
0.4
44.9
50.
244.
190.
434.1
30.2
2
2.0
775
5.98
0.1
04.5
90.
104.
060.
194.2
00.2
6
2.0
807
5.79
0.2
74.6
30.
094.
030.
163.9
70.2
6
2.0
840
6.18
0.9
74.5
20.
213.
810.
173.9
30.3
8
2.0
872
5.89
0.2
94.7
00.
234.
100.
154.1
10.2
8
2.0
904
5.72
0.3
44.7
60.
283.
910.
193.8
90.1
1
2.0
936
5.71
0.1
94.8
90.
264.
170.
234.0
30.2
0
2.0
969
5.76
0.2
84.8
70.
214.
090.
133.9
00.1
2
2.1
001
5.89
0.2
44.7
20.
084.
200.
194.0
40.1
9
2.1
033
5.89
0.1
64.9
30.
224.
190.
324.1
70.1
8
2.1
065
5.95
0.2
94.8
50.
194.
170.
363.9
50.2
2
2.1
098
6.00
0.4
84.8
60.
314.
340.
314.0
40.2
1
80 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
2.11
30
5.81
0.2
75.0
50.
254.
170.
494.1
40.2
7
2.1
162
5.85
0.2
94.6
10.
234.
270.
304.0
80.2
6
2.1
194
5.83
0.3
24.7
50.
224.
280.
283.7
90.2
7
2.1
227
6.12
0.3
54.7
30.
324.
240.
173.8
60.7
0
2.1
259
6.18
0.2
94.6
90.
194.
200.
384.0
80.2
3
2.1
291
6.31
0.2
84.6
70.
274.
230.
274.2
60.3
1
2.1
323
5.93
0.2
64.6
30.
244.
120.
224.0
90.1
8
2.1
356
6.09
0.3
34.6
80.
283.
930.
274.2
20.2
0
2.1
388
5.95
0.2
94.4
40.
254.
190.
214.0
90.2
8
2.1
420
5.75
0.1
04.5
60.
083.
910.
164.1
30.2
0
2.1
452
6.05
0.2
74.8
60.
174.
190.
154.0
10.2
0
2.1
485
5.75
0.4
04.8
70.
454.
350.
304.2
00.1
5
2.1
517
6.10
0.5
84.7
00.
464.
180.
604.1
40.3
5
2.1
549
6.10
0.4
85.1
70.
394.
060.
354.4
10.3
0
2.1
581
5.73
0.1
94.7
10.
294.
480.
134.1
40.1
9
2.1
613
5.75
0.3
54.8
90.
304.
260.
244.0
60.2
5
Appendices 81
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
2.16
46
5.96
0.2
84.9
30.
293.
910.
273.9
90.1
7
2.1
678
6.06
0.5
84.8
80.
294.
450.
194.1
80.2
9
2.1
710
5.97
0.3
35.1
00.
194.
420.
334.4
50.1
6
2.1
742
6.13
0.3
14.8
20.
164.
480.
194.1
30.1
4
2.1
775
6.11
0.2
04.9
20.
234.
210.
244.3
00.2
1
2.1
807
5.56
0.3
44.9
70.
473.
900.
574.0
80.4
1
2.1
839
6.23
0.2
24.9
90.
184.
340.
394.1
10.2
3
2.1
871
6.29
0.7
24.9
20.
174.
260.
244.1
40.2
0
2.1
903
6.07
1.0
54.9
00.
224.
540.
134.2
80.3
8
2.1
936
5.89
0.2
95.2
60.
174.
220.
384.4
10.4
0
2.1
968
6.41
0.2
75.1
00.
254.
760.
494.4
10.3
6
2.2
000
5.92
0.2
45.3
20.
324.
460.
174.3
70.2
1
2.2
032
6.04
0.2
44.9
80.
494.
240.
184.2
80.4
1
2.2
064
6.19
0.2
25.0
00.
374.
010.
294.3
70.3
8
2.2
097
6.08
0.3
14.8
50.
274.
260.
234.2
70.1
8
2.2
129
6.05
0.3
74.8
40.
524.
890.
764.3
50.4
2
82 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
2.21
61
6.34
0.4
14.9
80.
314.
100.
334.1
60.3
5
2.2
193
6.07
0.2
94.6
00.
274.
410.
324.1
70.3
2
2.2
225
5.98
0.2
84.6
80.
184.
370.
263.9
10.2
2
2.2
258
5.95
0.2
54.8
70.
324.
490.
264.3
80.1
8
2.2
290
5.81
0.2
94.7
50.
354.
460.
324.3
40.2
2
2.2
322
6.22
0.5
64.9
40.
344.
620.
424.5
50.5
9
2.2
354
6.03
0.2
95.1
90.
244.
470.
324.3
40.2
6
2.2
386
5.96
0.2
55.0
90.
274.
350.
154.1
10.2
7
2.2
419
6.10
0.4
05.0
80.
344.
570.
424.4
00.3
1
2.2
451
6.30
0.9
94.9
80.
314.
550.
274.2
30.2
7
2.2
483
6.36
0.2
65.4
20.
404.
470.
434.3
90.1
9
2.2
515
6.32
0.6
35.1
50.
344.
570.
294.3
20.2
2
2.2
547
6.06
0.3
25.4
20.
364.
570.
314.4
40.3
2
2.2
580
6.12
0.2
15.0
50.
314.
430.
474.5
00.3
0
2.2
612
6.49
0.2
65.4
60.
534.
360.
334.4
80.1
2
2.2
644
6.66
0.3
15.2
40.
374.
590.
424.5
30.3
4
Appendices 83
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
2.26
76
6.21
0.2
94.7
10.
294.
270.
334.5
10.1
9
2.2
708
6.56
0.3
24.7
00.
214.
570.
444.4
00.3
4
2.2
741
6.55
0.3
74.8
60.
354.
580.
574.5
70.1
3
2.2
773
6.04
0.2
55.0
30.
264.
420.
374.4
10.2
5
2.2
805
6.53
0.4
15.2
10.
244.
580.
184.3
90.2
5
2.2
837
6.52
0.4
05.0
50.
264.
960.
274.3
10.1
0
2.2
869
6.30
0.4
65.1
80.
234.
520.
284.3
20.3
5
2.2
902
6.00
0.2
35.4
20.
284.
520.
314.6
80.3
3
2.2
934
6.24
0.5
15.3
50.
284.
600.
294.3
90.3
0
2.2
966
6.37
0.4
55.2
60.
354.
380.
434.7
40.5
1
2.2
998
6.70
0.5
75.4
20.
494.
530.
294.6
30.3
5
2.3
030
6.43
0.4
15.0
60.
084.
760.
314.8
00.3
9
2.3
063
6.39
0.5
24.6
30.
274.
610.
404.5
00.2
8
2.3
095
6.48
0.2
84.9
10.
204.
510.
324.7
10.1
8
2.3
127
6.72
0.3
44.9
90.
384.
530.
194.4
80.3
1
2.3
159
6.28
0.4
34.8
10.
554.
590.
405.0
70.4
7
84 Appendices
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
2.31
91
7.19
0.7
45.7
00.
624.
890.
585.2
50.3
9
2.3
224
6.62
0.7
85.3
70.
784.
640.
575.2
40.6
3
2.3
256
6.26
0.6
35.3
60.
494.
660.
404.4
40.2
7
2.3
288
6.13
0.3
35.3
60.
405.
240.
784.2
90.4
5
2.3
320
6.65
0.3
75.6
80.
514.
930.
384.1
30.3
0
2.3
352
7.05
0.5
25.6
50.
354.
980.
334.6
20.2
6
2.3
385
6.73
0.3
35.0
80.
745.
000.
464.1
50.3
6
2.3
417
7.00
0.6
65.2
30.
404.
730.
444.5
10.1
5
2.3
449
6.58
0.4
55.7
20.
614.
940.
434.6
00.4
0
2.3
481
7.07
0.8
65.5
50.
444.
980.
334.7
50.5
9
2.3
513
6.94
0.6
15.7
00.
834.
700.
275.0
20.2
6
2.3
546
7.05
0.2
35.7
50.
385.
410.
344.7
30.5
1
2.3
578
6.86
0.8
65.3
20.
384.
670.
334.8
90.6
4
2.3
610
6.95
0.4
65.4
00.
444.
520.
424.7
60.2
7
2.3
642
7.38
0.5
35.3
00.
514.
760.
384.6
20.7
7
2.3
674
7.04
0.5
95.3
80.
404.
890.
725.9
50.7
5
Appendices 85
Table
A.1.
(Con
’d)
Wav
elen
gth
Ep
och
1E
poch
2E
poch
3E
poch
4
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
2.37
07
6.65
0.6
76.1
30.
775.
551.
404.8
80.6
5
2.3
739
6.44
0.5
56.0
10.
824.
591.
045.1
10.8
3
2.3
771
6.85
0.4
55.3
40.
534.
760.
304.8
80.5
0
2.3
803
6.61
0.4
35.0
60.
674.
430.
264.5
70.5
8
2.3
835
6.64
0.7
95.4
70.
404.
731.
184.7
70.3
7
2.3
868
6.74
0.7
86.2
00.
604.
410.
734.6
00.4
6
2.3
900
6.96
0.8
95.5
81.
045.
100.
375.3
60.5
0
2.3
932
6.62
0.7
75.2
50.
594.
350.
815.1
50.4
0
2.3
964
7.03
0.4
85.8
60.
535.
080.
815.1
00.7
0
2.3
997
7.00
0.5
75.4
70.
415.
040.
385.0
40.4
3
2.4
029
6.04
0.5
95.8
10.
554.
470.
625.4
50.7
1
2.4
061
6.41
0.8
05.5
80.
485.
370.
704.9
40.8
3
2.4
093
6.39
0.2
65.6
50.
324.
810.
685.1
51.1
6
2.4
125
6.17
0.7
95.3
10.
224.
750.
404.8
40.4
9
2.4
158
6.21
0.4
24.6
00.
874.
860.
805.3
01.2
1
2.4
193
7.01
0.8
65.8
20.
835.
081.
095.3
50.6
9
86 Appendices
Table
A.2.
Sp
ectr
um
dat
aof
last
4ep
och
s
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.81
04
1.77
0.5
51.2
10.
580.
810.
620.3
40.2
0
0.8
116
1.29
1.0
52.3
51.
350.
400.
341.0
70.7
4
0.8
128
1.70
0.9
50.9
70.
890.
710.
450.5
70.4
7
0.8
140
2.03
0.6
31.5
30.
210.
620.
700.6
10.4
7
0.8
152
1.18
0.8
11.3
00.
520.
400.
560.3
10.3
7
0.8
163
1.13
0.3
50.7
90.
670.
600.
470.3
60.3
6
0.8
175
1.45
0.1
81.7
50.
270.
630.
19-0
.33
0.47
0.81
87
1.19
0.6
21.0
30.
880.
380.
320.5
90.1
9
0.8
198
1.05
0.6
11.4
10.
610.
350.
350.7
20.4
4
0.8
210
0.42
0.3
11.6
90.
970.
260.
300.3
90.6
2
0.8
222
0.53
0.3
01.4
10.
430.
430.
270.7
40.3
7
0.8
233
1.48
0.5
21.4
20.
460.
580.
170.5
70.3
4
0.8
245
1.45
0.5
21.4
00.
710.
350.
410.7
70.6
3
0.8
257
1.26
0.7
21.1
40.
53-0
.12
0.43
0.7
50.4
8
0.8
268
1.62
0.5
71.3
20.
570.
340.
430.8
70.4
0
0.8
280
1.04
0.4
71.1
50.
580.
810.
260.2
60.5
7
Appendices 87
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.82
91
1.19
0.3
90.9
40.
850.
520.
33-0
.01
0.53
0.83
03
1.14
0.6
11.6
00.
51-0
.02
0.17
1.4
50.8
9
0.8
315
0.44
0.2
41.1
90.
560.
170.
170.3
56.2
2
0.8
326
1.32
0.4
30.9
00.
400.
330.
630.3
80.4
6
0.8
338
1.14
0.5
60.5
30.
610.
390.
080.5
50.3
0
0.8
350
1.09
0.2
70.9
20.
890.
510.
45-0
.02
0.52
0.83
61
0.81
0.6
21.2
90.
540.
590.
500.1
10.5
8
0.8
373
0.79
0.2
81.1
00.
790.
350.
360.5
50.3
5
0.8
385
1.10
0.4
41.2
60.
850.
100.
370.7
50.4
4
0.8
396
1.04
0.9
01.8
60.
420.
490.
571.0
71.0
4
0.8
408
1.56
0.8
51.2
10.
600.
510.
531.2
10.3
3
0.8
419
1.73
0.3
11.0
60.
580.
640.
490.5
00.3
7
0.8
431
1.21
0.2
61.3
50.
220.
690.
230.8
90.3
0
0.8
443
0.84
0.5
21.0
80.
350.
370.
450.4
90.3
2
0.8
454
0.81
0.3
51.2
70.
590.
280.
450.5
20.4
8
0.8
466
1.39
0.3
21.1
60.
470.
590.
491.1
60.2
2
88 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.84
78
1.63
0.4
01.2
00.
40-0
.23
0.35
1.0
30.1
2
0.8
489
1.21
0.5
31.5
90.
460.
070.
310.9
70.6
5
0.8
501
1.02
0.3
80.6
70.
600.
090.
870.2
80.5
8
0.8
512
1.61
0.3
80.9
40.
85-0
.98
9.71
0.3
20.3
5
0.8
524
1.32
0.3
30.9
90.
430.
640.
230.6
40.2
6
0.8
536
1.87
0.0
90.7
20.
260.
360.
410.2
80.3
0
0.8
547
1.44
0.3
80.7
20.
710.
910.
210.2
50.2
5
0.8
559
1.92
0.2
81.0
40.
120.
330.
380.7
50.5
5
0.8
570
1.65
0.3
80.8
10.
490.
140.
370.6
60.6
5
0.8
582
1.62
0.3
71.5
10.
390.
020.
401.4
00.2
5
0.8
594
1.42
0.2
01.3
00.
250.
300.
460.8
90.3
3
0.8
605
1.55
0.4
50.6
30.
410.
730.
260.7
50.2
4
0.8
617
1.52
0.6
01.0
00.
390.
620.
240.6
10.3
8
0.8
628
0.87
0.2
51.1
90.
200.
720.
600.4
40.6
7
0.8
640
1.24
0.4
71.5
00.
370.
520.
440.6
30.4
5
0.8
652
1.01
0.4
41.4
50.
420.
530.
330.2
30.3
6
Appendices 89
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.86
63
0.93
0.5
31.7
20.
090.
460.
260.7
70.3
9
0.8
675
1.10
0.5
21.6
60.
100.
640.
650.4
80.4
1
0.8
686
1.39
0.3
41.9
80.
790.
430.
310.9
30.4
6
0.8
699
2.00
0.5
10.9
80.
560.
780.
270.6
80.5
3
0.8
713
1.38
0.3
60.9
20.
431.
770.
840.1
10.6
2
0.8
727
1.11
0.5
31.0
40.
300.
660.
230.6
80.3
8
0.8
741
1.21
0.3
91.9
10.
470.
180.
220.9
70.4
7
0.8
755
0.87
0.2
81.4
80.
200.
240.
261.0
90.1
6
0.8
769
1.13
0.2
21.7
40.
630.
570.
310.8
50.3
7
0.8
783
1.76
0.5
20.9
20.
220.
830.
290.8
90.1
0
0.8
797
1.69
0.4
70.9
30.
291.
310.
550.7
70.4
2
0.8
810
1.65
0.3
70.5
70.
500.
490.
290.5
80.3
0
0.8
824
1.40
0.3
91.7
80.
520.
450.
231.0
60.7
1
0.8
838
1.31
0.2
61.5
00.
380.
440.
260.9
50.3
3
0.8
852
1.36
0.4
11.6
30.
480.
420.
610.9
60.3
2
0.8
866
1.48
0.3
21.0
10.
290.
740.
240.7
20.2
7
90 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.88
80
1.68
0.4
01.2
90.
390.
320.
330.9
00.4
4
0.8
894
1.76
0.4
11.6
00.
630.
160.
431.0
20.4
1
0.8
908
1.68
0.2
01.3
80.
230.
600.
400.8
60.3
6
0.8
921
1.18
0.5
91.0
30.
350.
870.
170.5
30.6
2
0.8
935
1.56
0.3
01.0
60.
340.
650.
371.0
20.4
0
0.8
949
1.18
0.4
02.1
40.
570.
780.
300.6
80.2
7
0.8
963
1.53
0.2
11.3
80.
690.
750.
260.9
00.4
2
0.8
977
1.45
0.3
91.1
00.
330.
340.
420.7
80.5
7
0.8
991
0.99
0.2
51.2
71.
090.
630.
250.8
40.6
8
0.9
005
1.29
0.7
91.1
00.
390.
480.
561.2
60.6
8
0.9
019
1.18
0.4
01.6
30.
390.
900.
290.8
10.6
1
0.9
032
1.47
0.3
81.4
90.
220.
740.
320.2
40.3
3
0.9
046
1.85
0.4
41.6
00.
530.
500.
390.7
90.1
7
0.9
060
1.52
0.2
31.7
30.
320.
680.
340.4
70.3
5
0.9
074
1.31
0.3
21.2
50.
500.
470.
310.8
60.4
0
0.9
088
1.31
0.5
41.8
60.
240.
400.
440.7
60.2
8
Appendices 91
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.91
02
1.30
0.4
41.6
40.
280.
790.
330.7
90.3
9
0.9
116
1.53
0.5
81.4
30.
590.
930.
420.5
60.5
9
0.9
130
1.82
0.3
41.3
80.
450.
760.
390.6
50.6
5
0.9
143
1.73
0.4
61.4
10.
450.
430.
540.7
70.4
0
0.9
157
1.92
0.4
31.3
70.
700.
600.
391.0
00.6
2
0.9
171
1.48
0.5
52.0
30.
491.
090.
420.7
90.2
9
0.9
185
1.55
0.3
81.3
20.
671.
190.
810.4
10.3
6
0.9
199
1.82
0.3
11.4
70.
700.
790.
39-0
.16
0.70
0.92
13
1.41
0.3
31.9
00.
560.
960.
460.3
90.4
4
0.9
227
1.66
0.2
01.6
40.
870.
940.
140.6
30.4
7
0.9
240
1.62
0.4
41.2
00.
680.
970.
240.8
70.7
9
0.9
254
1.82
0.5
21.6
80.
511.
020.
420.8
20.6
6
0.9
268
1.17
0.3
21.8
50.
170.
660.
370.9
80.7
4
0.9
282
1.51
0.4
41.6
20.
880.
790.
751.0
10.5
2
0.9
296
1.40
0.6
51.4
30.
591.
060.
260.8
70.3
7
0.9
310
1.48
0.4
61.7
41.
210.
630.
580.8
50.4
8
92 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.93
23
2.89
1.6
81.9
70.
720.
621.
590.9
81.0
5
0.9
337
7.15
26.7
01.7
41.
581.
281.
690.7
50.6
6
0.9
351
2.29
1.4
21.2
50.
491.
470.
90-0
.96
0.87
0.93
64
2.20
0.9
70.9
11.
350.
810.
54-0
.03
0.91
0.93
78
0.85
0.7
91.8
20.
680.
320.
670.7
20.5
9
0.9
392
1.51
0.5
31.5
80.
310.
710.
450.8
70.3
9
0.9
405
1.18
0.4
31.2
50.
540.
870.
360.4
40.5
2
0.9
419
1.38
0.1
71.8
20.
420.
560.
180.7
70.3
3
0.9
432
1.80
0.5
71.5
10.
910.
800.
570.8
70.8
0
0.9
446
1.40
0.3
52.3
00.
800.
460.
491.5
90.6
5
0.9
460
1.79
0.3
70.8
40.
391.
330.
771.3
90.3
9
0.9
473
1.44
0.2
51.0
30.
630.
660.
280.6
30.3
6
0.9
487
2.19
0.2
01.2
90.
280.
760.
300.6
70.6
0
0.9
500
1.74
0.2
41.5
40.
30-0
.19
0.42
1.4
80.7
4
0.9
514
1.56
0.5
61.5
80.
460.
790.
480.6
20.7
6
0.9
527
1.76
0.2
72.3
30.
530.
370.
790.6
10.5
8
Appendices 93
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.95
41
1.39
0.5
61.6
90.
340.
600.
280.6
60.4
6
0.9
555
1.42
0.3
51.8
70.
320.
700.
360.8
20.2
6
0.9
568
2.05
0.4
11.8
30.
440.
430.
170.8
20.3
8
0.9
582
1.78
0.3
50.9
90.
550.
650.
530.8
70.3
5
0.9
595
1.61
0.7
11.3
60.
440.
360.
330.5
50.4
4
0.9
609
1.61
0.2
21.2
70.
550.
280.
290.6
90.2
3
0.9
622
2.28
0.3
31.9
20.
610.
540.
440.9
20.2
1
0.9
636
1.37
0.4
41.3
30.
480.
610.
380.9
10.2
9
0.9
649
1.57
0.3
41.7
10.
340.
910.
600.7
40.1
1
0.9
663
1.63
0.1
70.8
70.
331.
000.
220.9
30.3
6
0.9
676
1.16
0.1
21.5
00.
671.
100.
380.8
00.6
3
0.9
690
1.71
0.3
01.0
20.
331.
270.
551.0
30.3
4
0.9
703
1.71
0.1
31.5
40.
470.
510.
370.6
70.1
8
0.9
717
1.55
0.4
41.3
50.
260.
430.
311.0
60.2
9
0.9
731
1.49
0.7
61.7
30.
210.
430.
560.6
00.2
8
0.9
744
2.37
5.2
11.7
20.
241.
010.
240.7
90.3
7
94 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.97
58
1.57
0.3
31.5
70.
340.
840.
230.8
40.1
4
0.9
771
1.35
0.3
51.5
80.
180.
840.
290.7
20.2
9
0.9
785
1.49
0.3
01.3
70.
680.
920.
060.9
50.5
6
0.9
798
1.52
0.2
71.2
00.
370.
790.
330.8
80.3
8
0.9
812
1.48
0.1
81.7
70.
301.
030.
480.9
20.2
7
0.9
825
1.52
0.3
11.8
20.
230.
560.
271.1
10.1
7
0.9
839
1.72
0.3
61.6
70.
280.
810.
221.1
20.3
0
0.9
852
1.60
0.4
31.3
50.
130.
760.
371.1
30.3
9
0.9
866
1.47
0.1
21.2
00.
530.
850.
220.9
90.2
0
0.9
879
1.36
0.3
71.0
10.
380.
560.
130.9
00.0
9
0.9
893
1.36
0.3
51.3
50.
330.
850.
120.9
30.1
9
0.9
906
1.42
0.3
01.2
90.
180.
620.
320.9
70.2
8
0.9
920
1.30
0.4
21.8
40.
330.
330.
250.9
50.1
8
0.9
933
1.60
0.2
31.4
80.
200.
540.
250.9
00.3
7
0.9
947
1.28
0.2
31.5
80.
300.
700.
121.1
90.3
0
0.9
960
1.23
0.2
01.4
40.
371.
050.
250.6
90.3
2
Appendices 95
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
0.99
74
1.65
0.1
71.5
50.
221.
360.
330.6
80.2
3
0.9
987
1.84
0.4
11.0
70.
060.
960.
350.8
20.2
8
1.0
001
1.56
0.1
51.3
40.
130.
900.
130.8
90.3
2
1.0
014
1.59
0.2
31.8
00.
290.
850.
460.8
60.2
7
1.0
028
1.47
0.2
02.0
20.
400.
580.
250.8
50.2
0
1.0
041
1.73
0.3
41.3
50.
150.
040.
650.8
10.3
2
1.0
055
1.62
0.1
51.4
20.
300.
410.
320.8
40.2
1
1.0
068
1.62
0.3
51.1
00.
340.
760.
251.0
40.1
4
1.0
082
1.46
0.3
71.8
00.
030.
380.
330.4
90.2
9
1.0
095
1.64
0.3
11.6
20.
130.
720.
161.0
40.2
1
1.0
109
0.97
0.2
71.7
60.
340.
630.
100.8
10.4
4
1.0
122
1.51
0.2
31.2
30.
110.
560.
310.9
10.3
4
1.0
137
1.79
0.3
41.3
00.
260.
810.
231.0
60.1
4
1.0
153
1.64
0.2
81.4
70.
250.
730.
311.0
10.0
6
1.0
170
1.87
0.3
31.4
90.
190.
670.
230.9
50.3
3
1.0
186
1.67
0.3
11.6
90.
300.
880.
310.7
90.2
8
96 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.02
02
1.87
0.3
41.4
00.
150.
960.
150.8
40.3
4
1.0
218
1.43
0.3
21.9
90.
420.
860.
260.9
00.0
7
1.0
234
1.82
0.2
61.7
00.
520.
690.
261.3
20.4
6
1.0
251
1.80
0.3
11.5
20.
260.
840.
211.0
41.0
7
1.0
267
1.84
0.2
71.4
10.
190.
920.
191.2
10.2
0
1.0
283
1.67
0.2
22.0
10.
480.
790.
330.8
70.3
5
1.0
299
1.73
0.1
81.7
90.
110.
820.
340.9
20.2
0
1.0
315
1.68
0.3
61.7
70.
360.
680.
410.7
80.3
0
1.0
331
1.43
0.2
11.8
10.
230.
840.
330.1
14.0
3
1.0
348
1.66
0.2
41.6
70.
240.
460.
510.6
10.2
7
1.0
364
1.87
0.3
11.5
60.
240.
950.
330.7
10.1
6
1.0
380
1.66
0.4
01.7
20.
280.
770.
490.9
50.2
5
1.0
396
1.57
0.0
91.4
80.
260.
750.
190.9
60.3
1
1.0
412
1.59
0.4
71.6
90.
260.
830.
170.8
00.3
0
1.0
429
1.83
0.1
11.6
10.
231.
010.
311.0
80.3
3
1.0
445
1.69
0.5
11.8
70.
331.
100.
270.7
10.2
1
Appendices 97
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.04
61
1.61
0.1
31.5
50.
170.
810.
170.8
90.2
8
1.0
477
1.78
0.0
71.4
70.
340.
540.
260.9
30.1
6
1.0
493
1.84
0.3
11.7
20.
260.
420.
260.8
50.2
2
1.0
509
1.80
0.2
21.5
40.
290.
530.
370.8
60.2
6
1.0
525
1.99
0.3
61.6
00.
350.
870.
140.8
80.1
3
1.0
542
1.74
0.1
51.8
30.
260.
890.
171.0
00.1
9
1.0
558
2.07
0.3
11.7
30.
290.
800.
120.8
50.2
3
1.0
574
1.56
0.4
21.7
00.
380.
890.
300.7
00.2
0
1.0
590
1.73
0.3
51.8
40.
220.
690.
210.8
60.0
9
1.0
606
1.76
0.1
61.9
50.
310.
530.
251.0
20.2
0
1.0
622
1.98
0.3
11.6
30.
320.
920.
231.1
30.2
9
1.0
639
1.79
0.3
01.9
00.
230.
980.
350.8
10.3
2
1.0
655
1.79
0.4
71.6
00.
320.
880.
240.6
70.1
8
1.0
671
1.81
0.4
11.7
50.
170.
520.
241.1
90.2
7
1.0
687
1.82
0.1
11.9
00.
330.
670.
191.0
90.2
2
1.0
703
1.43
0.2
21.5
50.
390.
700.
360.9
70.3
0
98 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.07
19
1.61
0.4
41.8
20.
221.
100.
271.4
40.1
6
1.0
735
1.75
0.3
21.8
00.
300.
960.
411.3
00.2
6
1.0
752
1.90
0.6
51.8
80.
360.
970.
291.0
40.3
4
1.0
768
2.12
0.4
81.8
00.
260.
880.
231.0
50.2
1
1.0
784
1.73
0.3
31.5
60.
210.
740.
351.1
20.2
2
1.0
800
1.61
0.3
61.9
30.
451.
010.
201.1
10.1
6
1.0
816
1.77
0.3
31.4
80.
300.
860.
271.3
00.2
4
1.0
832
2.00
0.5
61.8
40.
330.
850.
641.0
80.2
0
1.0
848
1.70
0.3
82.0
00.
760.
860.
581.2
00.3
7
1.0
865
2.18
0.3
31.7
90.
420.
810.
220.9
40.3
2
1.0
881
2.38
0.4
61.6
50.
291.
000.
250.8
50.2
3
1.0
897
2.01
0.5
51.9
20.
270.
630.
431.3
00.5
2
1.0
913
1.65
0.1
41.9
60.
471.
030.
341.0
20.4
5
1.0
929
1.77
0.3
42.0
00.
640.
990.
341.1
10.4
0
1.0
945
1.56
0.2
41.6
50.
381.
080.
440.7
70.3
2
1.0
961
1.58
0.3
31.7
80.
481.
040.
320.9
10.4
0
Appendices 99
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.09
78
1.76
0.5
72.0
00.
740.
910.
331.0
20.5
1
1.0
994
1.75
0.2
01.7
80.
520.
730.
420.8
90.1
2
1.1
010
1.91
0.2
81.6
90.
370.
700.
530.9
40.2
7
1.1
026
1.60
0.2
72.2
90.
401.
270.
561.2
10.3
3
1.1
042
2.03
0.4
12.4
30.
291.
310.
401.1
50.4
3
1.1
058
2.07
0.4
32.0
60.
621.
040.
360.8
10.5
1
1.1
074
2.16
0.4
92.1
60.
230.
690.
220.9
80.5
7
1.1
090
2.40
0.8
82.2
90.
851.
320.
270.4
60.5
1
1.1
107
2.51
1.8
01.9
10.
631.
920.
551.0
90.4
2
1.1
123
2.03
0.4
12.5
30.
311.
230.
601.3
00.3
9
1.1
139
1.99
0.5
12.1
10.
370.
680.
721.2
10.1
9
1.1
155
1.50
0.3
11.8
70.
490.
400.
620.9
80.5
0
1.1
171
1.79
0.8
22.1
60.
511.
260.
501.4
60.6
5
1.1
187
1.76
0.2
91.7
11.
021.
761.
010.0
20.3
8
1.1
203
2.54
0.7
22.2
20.
741.
940.
870.6
40.4
8
1.1
219
2.11
1.1
72.3
20.
970.
401.
031.6
51.0
2
100 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.12
36
2.15
0.2
41.0
90.
700.
451.
271.1
00.7
9
1.1
251
1.96
0.5
52.1
40.
870.
790.
501.1
40.6
8
1.1
268
1.77
0.3
32.1
20.
290.
960.
291.5
10.2
9
1.1
285
1.81
0.4
51.2
60.
411.
240.
300.6
00.4
7
1.1
301
1.57
0.2
31.6
60.
221.
050.
271.1
50.5
1
1.1
317
1.71
0.2
12.0
50.
301.
020.
261.3
20.3
3
1.1
333
2.60
0.6
21.7
60.
531.
310.
751.2
80.5
6
1.1
350
1.82
0.7
71.7
61.
101.
480.
920.8
30.9
9
1.1
366
2.03
0.3
01.9
10.
161.
020.
281.0
70.2
8
1.1
382
1.84
0.0
92.1
10.
231.
300.
270.9
80.2
3
1.1
398
2.05
0.2
81.7
20.
271.
020.
251.0
40.3
5
1.1
415
1.58
0.4
22.1
40.
201.
140.
230.9
30.2
7
1.1
431
2.04
0.1
91.8
70.
080.
830.
181.1
50.5
0
1.1
447
1.76
0.1
52.2
70.
541.
410.
330.6
00.6
6
1.1
463
1.99
0.5
02.0
40.
311.
350.
361.2
20.5
1
1.1
480
1.88
0.2
01.8
60.
400.
620.
361.1
50.3
7
Appendices 101
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.14
96
1.93
0.2
61.4
70.
360.
830.
260.9
90.3
6
1.1
512
1.77
0.2
51.7
80.
350.
860.
091.2
90.3
0
1.1
528
1.48
0.3
32.1
40.
521.
070.
201.3
20.1
6
1.1
545
1.60
0.6
02.0
40.
531.
020.
290.9
80.2
7
1.1
561
1.60
0.3
61.8
50.
181.
100.
130.6
90.2
4
1.1
577
2.08
0.3
81.6
20.
230.
740.
211.1
40.3
8
1.1
593
1.84
0.4
42.1
20.
280.
790.
411.3
30.3
6
1.1
609
1.92
0.1
81.4
40.
120.
890.
310.8
70.1
7
1.1
626
1.86
0.2
31.7
80.
120.
970.
391.2
00.2
6
1.1
642
1.63
0.4
32.0
00.
280.
830.
231.0
60.2
8
1.1
658
1.74
0.2
51.7
40.
200.
750.
371.0
90.3
4
1.1
674
1.92
0.1
41.9
70.
330.
690.
161.1
30.1
5
1.1
691
1.84
0.2
51.6
30.
261.
070.
271.0
20.1
6
1.1
707
2.06
0.1
21.7
60.
171.
160.
241.0
00.2
3
1.1
723
1.99
0.1
21.6
60.
220.
850.
311.4
71.9
1
1.1
739
1.70
0.2
31.4
50.
201.
160.
221.1
10.2
5
102 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.17
55
1.85
0.1
31.6
90.
231.
040.
161.2
90.1
7
1.1
772
1.85
0.2
71.9
60.
230.
960.
231.1
30.2
1
1.1
788
2.12
0.2
31.7
40.
290.
990.
120.9
80.2
0
1.1
804
1.94
0.1
91.9
60.
191.
410.
150.9
30.2
1
1.1
820
1.74
0.2
21.8
80.
141.
250.
131.1
90.1
7
1.1
836
1.68
0.2
01.8
00.
132.
649.
570.8
90.1
4
1.1
853
1.66
0.2
61.8
50.
141.
260.
491.0
70.1
4
1.1
869
1.86
0.1
71.9
10.
181.
170.
291.2
80.2
7
1.1
885
1.85
0.0
81.9
30.
171.
100.
281.2
20.1
2
1.1
901
1.89
0.2
21.8
10.
171.
120.
121.1
60.0
8
1.1
917
1.64
0.0
91.8
40.
091.
160.
251.1
40.1
0
1.1
934
1.77
0.2
61.8
30.
171.
150.
151.2
60.2
3
1.1
950
1.97
0.1
31.8
00.
221.
030.
141.2
50.1
4
1.1
966
1.70
0.1
31.8
30.
111.
120.
101.1
30.2
2
1.1
982
1.82
0.2
92.2
20.
241.
220.
131.1
30.1
9
1.1
998
1.79
0.1
51.8
90.
151.
300.
290.8
90.4
0
Appendices 103
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.20
15
1.78
0.2
41.8
80.
231.
350.
310.8
90.1
2
1.2
031
1.65
0.2
11.9
20.
220.
880.
221.3
60.1
2
1.2
047
1.98
0.6
71.7
50.
241.
100.
191.1
50.1
1
1.2
063
1.99
0.0
51.8
40.
341.
050.
230.5
40.3
3
1.2
079
1.93
0.2
11.8
20.
231.
300.
261.1
20.2
1
1.2
096
2.09
0.1
81.9
70.
131.
220.
281.2
60.1
3
1.2
112
2.11
0.2
71.9
20.
321.
080.
251.3
20.2
5
1.2
128
1.84
0.4
11.8
60.
151.
070.
541.0
70.3
1
1.2
146
1.79
0.1
72.0
20.
200.
950.
191.3
00.2
6
1.2
165
1.95
0.3
21.8
80.
111.
290.
171.2
10.1
1
1.2
185
2.08
0.1
01.8
70.
151.
220.
250.9
70.2
6
1.2
204
1.81
0.2
92.0
70.
311.
190.
181.0
80.3
3
1.2
223
1.67
0.2
02.1
60.
291.
100.
211.1
20.1
8
1.2
243
2.11
0.1
21.9
30.
331.
270.
161.1
20.1
8
1.2
262
1.93
0.1
51.8
70.
241.
300.
270.9
70.3
6
1.2
282
1.94
0.2
61.8
00.
221.
010.
341.1
50.2
1
104 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.23
01
1.79
0.2
01.7
60.
061.
140.
141.4
10.2
1
1.2
320
2.16
0.1
41.8
30.
171.
070.
121.2
80.2
8
1.2
340
1.92
0.1
51.9
00.
171.
080.
151.1
80.0
6
1.2
359
2.00
0.2
52.0
00.
200.
960.
101.1
50.3
4
1.2
379
1.88
0.0
91.7
80.
161.
230.
261.1
70.1
5
1.2
398
1.92
0.2
31.8
20.
091.
350.
231.0
50.2
1
1.2
417
2.12
0.1
32.0
90.
231.
210.
331.3
60.2
7
1.2
437
1.85
0.0
92.0
50.
241.
060.
071.2
40.0
8
1.2
456
1.98
0.1
51.9
40.
251.
050.
171.4
60.1
4
1.2
475
1.92
0.1
81.8
50.
071.
210.
321.2
30.1
6
1.2
495
2.12
0.2
51.9
40.
151.
220.
211.0
50.2
1
1.2
514
2.08
0.2
11.9
50.
291.
180.
131.3
60.2
4
1.2
534
1.84
0.1
92.0
50.
271.
010.
171.3
60.1
9
1.2
553
1.88
0.1
02.1
60.
271.
130.
101.3
10.1
3
1.2
572
1.83
0.1
02.0
60.
211.
290.
201.4
10.3
1
1.2
592
2.05
0.1
92.0
50.
231.
280.
161.0
40.1
9
Appendices 105
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.26
11
2.09
0.2
42.0
30.
321.
260.
251.1
60.2
7
1.2
630
1.99
0.2
12.1
80.
231.
220.
181.1
10.2
1
1.2
650
1.90
0.3
22.1
20.
151.
290.
321.2
60.1
8
1.2
669
1.90
0.2
62.3
40.
311.
350.
291.2
50.1
7
1.2
689
2.04
0.3
42.2
20.
491.
110.
591.5
70.2
9
1.2
708
2.17
0.2
82.1
80.
261.
260.
311.1
80.2
3
1.2
727
2.10
0.2
52.2
60.
311.
020.
181.1
90.2
1
1.2
747
1.77
0.2
52.2
70.
201.
260.
351.4
40.2
3
1.2
766
2.07
0.2
42.0
30.
371.
850.
491.6
00.2
5
1.2
785
2.37
0.4
61.9
60.
231.
500.
171.3
80.2
8
1.2
805
2.21
0.3
22.0
20.
261.
020.
241.3
50.3
1
1.2
824
2.24
0.0
92.0
60.
201.
120.
331.4
60.1
0
1.2
843
2.02
0.1
91.9
50.
121.
230.
451.1
90.1
0
1.2
863
2.07
0.1
92.2
70.
411.
410.
201.2
40.2
9
1.2
882
2.00
0.3
62.0
80.
311.
330.
221.1
00.1
9
1.2
901
2.28
0.2
42.2
70.
521.
400.
341.1
70.3
0
106 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.29
21
2.07
0.4
62.1
90.
571.
100.
331.4
80.4
4
1.2
940
1.98
0.1
12.1
90.
181.
140.
391.4
20.1
7
1.2
960
1.95
0.2
52.2
00.
271.
240.
271.2
80.1
7
1.2
979
1.95
0.2
12.0
90.
371.
490.
241.3
50.2
5
1.2
998
2.21
0.1
41.8
40.
431.
050.
201.4
40.2
5
1.3
018
2.05
0.1
31.9
00.
481.
170.
281.2
60.4
6
1.3
037
2.17
0.2
62.2
70.
151.
070.
191.2
40.2
0
1.3
056
2.33
0.3
52.3
00.
371.
090.
211.4
60.3
7
1.3
076
2.35
0.3
62.1
50.
280.
940.
391.3
70.4
6
1.3
095
1.95
0.2
42.2
20.
351.
240.
441.2
90.3
5
1.3
114
2.09
0.1
42.0
40.
411.
320.
281.1
60.1
8
1.3
134
2.06
0.2
42.0
30.
291.
150.
391.2
40.2
7
1.3
153
2.32
0.1
62.2
60.
231.
320.
171.3
70.3
3
1.3
172
2.39
0.4
62.1
70.
331.
460.
211.2
90.2
9
1.3
192
2.11
0.1
62.2
70.
331.
130.
221.1
70.1
4
1.3
211
2.14
0.1
81.9
10.
291.
440.
271.1
90.3
3
Appendices 107
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.32
30
2.15
0.2
31.8
90.
151.
470.
251.1
60.3
3
1.3
250
1.99
0.2
72.1
30.
341.
070.
141.8
10.3
6
1.3
269
2.27
0.2
72.3
10.
331.
460.
271.1
60.2
4
1.3
288
1.97
0.3
42.0
10.
461.
260.
211.3
50.2
6
1.3
308
2.64
0.4
22.1
90.
181.
350.
181.2
70.2
0
1.3
327
2.44
0.4
62.0
50.
651.
640.
320.9
90.2
1
1.3
346
2.30
0.1
91.9
40.
521.
090.
331.5
90.2
7
1.3
366
2.28
0.3
42.3
70.
311.
380.
511.5
60.3
7
1.3
385
2.05
0.2
62.0
80.
221.
720.
331.5
60.3
4
1.3
404
2.27
0.2
02.2
90.
311.
540.
511.2
90.5
2
1.3
424
2.17
0.2
52.1
20.
411.
770.
541.0
70.2
9
1.3
443
2.23
0.4
32.4
80.
791.
670.
751.2
00.3
8
1.3
462
2.53
0.3
62.5
00.
431.
150.
471.2
10.5
6
1.3
482
2.73
0.7
52.8
10.
781.
850.
601.5
50.6
8
1.3
501
3.24
0.7
12.3
80.
671.
520.
601.6
10.8
6
1.3
520
2.62
0.9
83.4
71.
131.
900.
681.4
30.5
2
108 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.35
39
8.01
5.2
42.5
22.
774.
072.
611.0
12.3
7
1.3
559
-1.2
32.2
22.0
23.
222.
557.
384.0
73.8
6
1.3
578
2.41
2.9
61.0
83.
08-1
.77
4.43
4.4
73.9
2
1.3
597
6.50
7.7
9-0
.51
3.70
4.81
9.36
17.8
941.
55
1.36
17
63.7
596
.33
-4.3
415
7.63
18.2
929
.86
1.6
4209
.74
1.3
636
-0.4
96.9
2-0
.71
7.44
6.83
9.59
-4.7
312
.44
1.36
55
0.23
19.8
222
.15
13.5
67.
7727
.37
-0.1
437
.94
1.36
75
35.1
613
1.4
427
.33
63.1
92.
9770
.54
6.5
6329
.90
1.3
694
1.72
10.4
617
.90
15.1
46.
053.
3618
.30
14.
46
1.37
13
2.50
27.8
11.4
498
.28
20.0
241
.06
-10.7
460.
85
1.37
33
2.97
3.6
80.2
24.
733.
533.
241.1
72.2
7
1.3
752
2.75
1.3
12.7
23.
081.
913.
071.3
01.6
8
1.3
771
2.04
2.4
91.4
71.
05-3
.41
2.83
1.1
01.4
4
1.3
791
2.73
4.9
12.2
92.
032.
363.
181.3
65.8
7
1.3
810
8.03
26.2
36.2
920
.16
4.52
11.8
63.8
918.
56
1.3
829
5.49
39.7
211
.20
22.5
72.
1026
.34
1.9
243.
06
Appendices 109
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.38
49
5.13
23.8
10.6
027
.76
-1.1
511
.49
-3.4
116
.14
1.38
68
2.92
2.1
33.9
12.
582.
243.
662.1
61.4
5
1.3
887
2.32
2.2
54.5
82.
951.
171.
513.0
02.1
8
1.3
906
4.95
2.5
41.7
81.
502.
282.
231.3
71.3
0
1.3
926
8.18
8.3
03.5
44.
843.
996.
710.4
47.6
5
1.3
945
66.7
884
.41
3.4
339
.14
2.55
51.1
7-1
.99
70.9
6
1.39
64
2.09
30.8
617
.88
75.2
91.
8085
.74
4.3
871.
34
1.3
984
2.33
1.3
71.8
11.
991.
641.
702.4
22.0
0
1.4
003
-4.5
538.5
538
.43
23.1
96.
9444
.57
45.6
539.
18
1.40
22
4.06
2.9
32.5
614
.72
2.87
4.38
3.6
74.2
1
1.4
042
1.44
6.2
77.0
55.
005.
463.
560.1
611.
92
1.4
061
0.38
2.8
63.6
02.
542.
383.
191.3
61.6
1
1.4
080
3.71
1.5
23.7
10.
850.
761.
491.5
31.9
5
1.4
100
3.74
1.1
43.3
70.
852.
421.
631.4
40.4
1
1.4
119
2.38
0.6
43.3
90.
701.
120.
721.6
40.3
7
1.4
138
2.95
0.5
62.4
01.
131.
741.
311.1
30.2
6
110 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.41
57
2.96
0.6
22.7
80.
462.
261.
141.3
00.5
8
1.4
177
2.61
0.7
22.4
70.
620.
860.
391.9
80.6
0
1.4
196
3.28
1.0
53.0
50.
361.
630.
942.0
21.1
9
1.4
215
3.14
0.2
82.6
40.
381.
410.
251.3
40.1
8
1.4
235
2.59
0.2
02.7
00.
241.
800.
561.3
70.2
1
1.4
254
2.97
0.4
02.2
40.
181.
380.
381.4
20.2
8
1.4
273
3.11
0.2
72.7
80.
431.
790.
291.4
20.2
0
1.4
293
2.73
0.1
62.4
40.
411.
620.
241.6
90.4
8
1.4
312
2.77
0.2
72.6
90.
601.
180.
501.7
30.1
3
1.4
331
2.70
0.2
73.0
00.
521.
710.
411.6
00.5
0
1.4
351
3.08
0.1
72.7
40.
311.
340.
631.8
50.3
7
1.4
370
2.59
0.4
62.4
70.
301.
260.
421.5
20.3
3
1.4
389
2.27
0.1
33.0
90.
181.
410.
261.7
20.3
6
1.4
408
2.21
0.1
12.9
60.
181.
590.
451.7
20.1
0
1.4
428
2.92
0.3
32.6
10.
401.
780.
371.6
60.1
6
1.4
447
2.81
0.1
22.6
50.
161.
430.
201.5
30.1
1
Appendices 111
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.44
66
2.81
0.0
92.4
40.
271.
650.
281.6
30.2
6
1.4
486
2.71
0.0
72.4
00.
101.
660.
191.4
20.1
2
1.4
507
2.69
0.3
82.7
20.
401.
470.
221.6
30.4
9
1.4
527
2.81
0.8
62.7
00.
341.
410.
201.3
10.5
5
1.4
547
2.76
0.1
62.5
10.
301.
420.
191.5
60.1
8
1.4
568
2.48
0.2
12.8
20.
251.
640.
371.3
80.4
1
1.4
588
2.44
0.0
92.5
50.
131.
470.
131.4
40.1
0
1.4
608
2.24
0.3
12.4
70.
411.
660.
731.4
60.2
8
1.4
628
2.58
0.1
02.5
60.
321.
610.
281.4
20.0
8
1.4
649
2.34
0.2
22.5
60.
271.
510.
151.7
00.1
8
1.4
669
2.86
0.3
52.5
00.
701.
340.
471.5
10.1
9
1.4
689
2.76
0.2
22.6
40.
391.
270.
511.1
80.2
1
1.4
709
2.29
0.5
32.4
00.
801.
790.
680.9
70.4
5
1.4
730
2.58
0.1
52.8
30.
451.
730.
211.4
30.3
3
1.4
750
2.70
0.2
62.8
50.
311.
610.
361.3
10.3
4
1.4
770
2.66
0.3
32.6
20.
681.
720.
211.7
60.3
3
112 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.47
90
2.96
0.3
22.7
40.
441.
220.
481.8
30.4
0
1.4
811
2.50
0.3
22.8
50.
421.
410.
191.4
40.1
9
1.4
831
2.54
0.1
92.6
00.
381.
490.
461.1
40.2
9
1.4
851
2.65
0.2
22.5
50.
211.
640.
171.2
70.3
5
1.4
871
2.48
0.1
62.3
10.
481.
430.
411.6
40.2
0
1.4
892
2.73
0.5
13.0
10.
580.
990.
761.4
60.5
2
1.4
912
2.61
0.2
52.9
20.
201.
270.
101.4
60.1
8
1.4
932
2.36
0.2
22.6
60.
201.
300.
231.6
90.3
6
1.4
952
2.58
0.1
52.6
40.
121.
480.
231.4
70.1
2
1.4
973
2.56
0.1
22.6
20.
251.
430.
251.5
80.2
0
1.4
993
2.63
0.1
22.3
80.
211.
290.
191.7
00.0
9
1.5
013
2.49
0.2
12.7
10.
191.
390.
231.4
70.1
9
1.5
033
2.66
0.2
42.6
80.
221.
410.
311.3
30.2
3
1.5
053
2.34
0.3
33.2
30.
942.
171.
031.7
60.6
7
1.5
074
2.50
0.3
32.3
60.
571.
500.
381.7
30.5
3
1.5
094
2.58
0.1
12.4
70.
120.
940.
391.3
80.1
8
Appendices 113
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.51
14
2.69
0.1
72.4
70.
211.
380.
081.5
60.1
0
1.5
134
2.54
0.2
12.8
20.
281.
520.
241.4
30.2
6
1.5
155
2.59
0.1
22.6
70.
241.
400.
071.3
90.0
9
1.5
177
2.57
0.1
72.7
20.
251.
570.
251.7
50.2
8
1.5
201
2.63
0.1
02.7
60.
141.
580.
271.5
40.2
5
1.5
225
2.71
0.2
42.8
00.
291.
430.
131.4
80.2
1
1.5
249
2.54
0.3
42.4
00.
351.
390.
481.3
40.3
1
1.5
274
2.63
0.1
92.6
70.
101.
500.
131.7
30.2
9
1.5
298
3.03
0.3
92.8
00.
291.
630.
271.4
50.2
4
1.5
322
2.49
0.2
52.7
70.
391.
630.
301.5
00.4
4
1.5
346
2.76
0.2
02.8
00.
481.
190.
281.5
50.2
1
1.5
371
2.66
0.2
72.7
30.
161.
440.
211.6
70.0
6
1.5
395
3.00
0.3
42.5
20.
471.
260.
231.6
10.4
3
1.5
419
2.81
0.5
32.6
30.
201.
280.
211.6
70.1
7
1.5
443
2.80
0.2
72.8
90.
231.
380.
701.4
60.2
3
1.5
468
2.45
0.1
82.9
60.
141.
390.
131.5
30.2
1
114 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.54
92
2.72
0.1
32.8
40.
241.
590.
291.4
80.1
3
1.5
516
2.61
0.2
02.7
80.
171.
550.
311.4
40.1
5
1.5
540
2.82
0.4
02.6
30.
401.
490.
311.3
40.2
2
1.5
564
2.65
0.2
72.5
80.
381.
420.
171.5
60.2
4
1.5
589
2.65
0.1
92.5
60.
441.
530.
211.6
90.3
7
1.5
613
2.85
0.1
92.8
30.
171.
440.
251.4
30.1
6
1.5
637
2.55
0.2
12.4
30.
311.
560.
381.5
80.3
0
1.5
661
2.66
0.2
82.8
90.
231.
470.
231.3
40.1
8
1.5
685
2.43
0.1
92.9
20.
301.
550.
201.6
00.2
3
1.5
710
2.78
0.1
42.7
70.
211.
590.
151.6
60.1
6
1.5
734
2.62
0.2
02.5
90.
171.
700.
181.4
00.2
3
1.5
758
2.70
0.1
82.8
10.
151.
630.
231.7
40.1
3
1.5
782
2.79
0.2
22.7
70.
171.
560.
161.5
30.1
2
1.5
806
2.69
0.2
12.7
40.
191.
370.
191.5
80.1
2
1.5
831
2.53
0.6
33.3
30.
571.
630.
641.4
50.6
7
1.5
855
3.00
0.4
32.6
60.
721.
810.
211.5
20.2
4
Appendices 115
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.58
79
2.52
0.2
62.6
40.
211.
550.
301.6
80.2
5
1.5
903
2.48
0.1
62.9
90.
231.
480.
191.5
50.2
9
1.5
927
2.88
0.1
92.5
70.
221.
520.
081.4
30.1
2
1.5
952
2.81
0.2
63.0
10.
311.
590.
161.5
50.1
1
1.5
976
2.65
0.3
42.7
70.
351.
560.
241.5
30.1
2
1.6
000
2.68
0.0
93.0
40.
191.
600.
221.5
80.2
5
1.6
024
3.01
0.1
82.9
80.
531.
290.
691.8
40.3
2
1.6
048
2.96
0.1
83.1
50.
301.
670.
261.6
80.3
0
1.6
072
2.92
0.3
82.5
20.
471.
380.
271.5
50.3
2
1.6
097
2.76
0.2
12.7
50.
251.
510.
381.3
50.2
2
1.6
121
2.53
0.6
13.5
10.
601.
420.
821.4
30.4
2
1.6
145
3.02
0.3
62.6
60.
151.
490.
371.6
30.2
5
1.6
169
3.05
0.2
12.6
50.
181.
780.
281.6
80.1
5
1.6
193
2.77
0.1
92.9
40.
351.
490.
181.6
10.1
0
1.6
217
2.89
0.1
93.0
40.
301.
450.
261.8
80.1
6
1.6
242
2.57
0.4
82.9
60.
281.
800.
481.6
80.2
1
116 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.62
66
2.72
0.2
92.9
20.
271.
490.
201.6
50.2
2
1.6
290
2.96
0.2
42.7
50.
221.
450.
151.7
20.1
6
1.6
314
2.76
0.9
42.9
50.
161.
640.
241.7
90.2
8
1.6
338
3.09
0.4
53.0
80.
191.
480.
411.9
20.4
5
1.6
362
2.77
0.3
33.0
50.
141.
830.
321.6
40.2
6
1.6
387
3.06
0.4
73.0
70.
441.
580.
161.7
70.3
5
1.6
411
2.88
0.1
93.1
70.
361.
620.
211.4
40.3
5
1.6
435
2.83
0.2
12.7
50.
291.
610.
391.5
80.3
3
1.6
459
2.75
0.3
43.0
30.
291.
590.
231.7
30.3
5
1.6
483
2.63
0.3
32.9
80.
231.
490.
271.5
30.2
8
1.6
507
2.93
0.2
93.1
70.
421.
840.
551.7
30.4
0
1.6
531
2.88
0.1
42.8
60.
281.
790.
141.3
90.1
6
1.6
556
2.79
0.2
92.9
90.
071.
920.
311.8
10.4
1
1.6
580
2.97
0.2
03.1
00.
151.
570.
211.7
00.2
5
1.6
604
3.08
0.3
82.9
30.
281.
610.
272.0
30.3
8
1.6
628
2.70
0.1
43.2
20.
301.
700.
231.3
30.1
9
Appendices 117
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.66
52
2.98
0.3
73.2
50.
361.
990.
331.5
50.1
6
1.6
676
2.90
0.4
22.6
50.
581.
780.
941.7
60.4
3
1.6
701
2.43
0.6
93.3
40.
702.
080.
771.9
70.6
4
1.6
725
2.82
0.5
53.1
00.
281.
840.
201.3
10.3
8
1.6
749
3.00
0.4
22.9
90.
261.
570.
291.6
50.3
9
1.6
773
2.89
0.1
43.0
00.
181.
840.
171.4
60.1
9
1.6
797
2.90
0.1
83.0
60.
291.
730.
321.5
80.3
0
1.6
821
2.85
0.2
22.9
80.
281.
990.
251.6
20.1
9
1.6
845
2.87
0.2
33.2
40.
251.
950.
261.5
30.2
6
1.6
870
2.93
0.2
33.3
80.
351.
760.
291.8
70.1
6
1.6
894
2.83
0.5
72.8
30.
401.
740.
351.6
30.5
0
1.6
918
3.26
0.2
33.3
00.
581.
760.
761.4
90.3
3
1.6
942
2.88
0.3
23.2
00.
522.
230.
221.5
20.4
1
1.6
966
2.93
0.1
62.7
80.
401.
780.
261.6
90.3
3
1.6
990
2.90
0.6
22.9
90.
711.
910.
641.8
90.1
8
1.7
014
2.60
0.5
92.7
00.
471.
660.
391.7
00.4
9
118 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.70
38
3.21
0.2
03.2
40.
261.
630.
161.7
00.1
7
1.7
063
3.14
0.3
22.6
80.
282.
040.
261.7
20.4
5
1.7
087
2.90
0.5
43.4
30.
571.
630.
611.4
70.7
8
1.7
111
2.88
0.5
43.3
20.
411.
520.
512.3
20.6
4
1.7
135
3.32
0.6
53.0
20.
541.
560.
352.8
40.9
5
1.7
159
3.12
0.2
23.1
10.
161.
860.
201.6
70.2
5
1.7
183
3.06
0.1
83.1
90.
261.
840.
352.0
00.4
2
1.7
207
2.74
0.4
43.5
20.
501.
820.
561.5
90.3
9
1.7
232
3.14
0.2
33.2
30.
541.
750.
471.5
00.2
0
1.7
256
3.25
0.3
83.1
90.
351.
490.
761.7
50.2
8
1.7
280
2.91
0.2
33.0
80.
301.
950.
482.0
30.1
6
1.7
304
3.25
0.2
83.0
90.
481.
760.
242.1
10.2
4
1.7
328
2.95
0.4
53.3
60.
331.
600.
502.0
60.3
9
1.7
352
2.82
0.5
33.2
80.
321.
710.
721.7
00.5
7
1.7
376
3.17
0.6
53.6
80.
571.
680.
472.2
00.5
7
1.7
400
3.25
0.3
03.2
50.
231.
630.
291.7
50.7
3
Appendices 119
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.74
25
3.13
0.3
83.1
10.
541.
790.
401.5
40.3
2
1.7
449
3.49
0.3
62.7
00.
432.
000.
381.8
40.6
4
1.7
473
2.96
0.4
23.2
10.
322.
170.
441.3
70.4
4
1.7
497
2.93
0.3
63.3
00.
281.
150.
482.1
40.3
8
1.7
521
3.13
0.2
93.5
20.
581.
270.
322.2
40.3
4
1.7
545
3.64
0.3
23.8
00.
471.
880.
341.9
30.2
8
1.7
569
3.05
0.2
63.3
50.
462.
130.
261.6
10.4
4
1.7
594
3.10
0.3
12.9
10.
111.
830.
311.7
10.3
1
1.7
618
3.20
0.6
43.0
00.
281.
470.
461.9
10.4
3
1.7
642
3.07
1.0
12.6
50.
602.
010.
671.8
40.6
6
1.7
666
3.65
1.0
93.5
91.
461.
790.
471.1
01.0
1
1.7
690
3.23
0.5
53.0
90.
791.
590.
592.3
20.4
1
1.7
714
3.12
0.3
03.2
40.
321.
390.
491.8
70.5
3
1.7
738
2.87
0.4
12.9
90.
291.
280.
311.9
00.3
2
1.7
763
2.99
0.2
33.4
90.
691.
710.
381.9
00.4
3
1.7
787
3.03
0.3
63.3
60.
281.
860.
492.2
20.6
4
120 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.78
11
3.46
0.5
83.3
50.
322.
110.
422.0
00.4
8
1.7
835
3.18
0.6
93.4
50.
932.
310.
381.6
60.4
5
1.7
859
2.96
0.3
44.2
80.
741.
250.
332.2
40.6
3
1.7
883
3.14
1.1
43.1
30.
911.
551.
052.3
20.9
6
1.7
907
3.17
0.8
14.0
20.
871.
480.
601.9
70.6
2
1.7
932
3.74
0.5
83.9
80.
602.
050.
593.0
00.9
4
1.7
956
3.53
0.5
63.3
10.
432.
070.
682.2
80.8
6
1.7
980
3.13
0.7
14.1
00.
691.
910.
801.4
80.9
0
1.8
004
2.96
1.4
34.2
81.
531.
552.
331.4
13.2
6
1.8
028
4.11
0.9
84.3
10.
831.
650.
883.0
51.3
7
1.8
052
4.54
0.6
74.0
62.
172.
762.
602.7
90.9
9
1.8
076
3.18
5.4
04.2
40.
862.
661.
493.0
11.4
8
1.8
101
1.37
3.4
03.0
92.
732.
390.
953.0
51.8
6
1.8
127
2.46
2.3
53.4
12.
950.
161.
232.7
81.2
1
1.8
153
4.87
NaN
2.8
2N
aN1.
22N
aN2.2
3N
aN
1.8
793
4.65
NaN
6.1
3N
aN2.
39N
aN3.0
5N
aN
Appendices 121
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.88
20
4.73
0.6
04.7
91.
272.
240.
912.3
20.6
1
1.8
847
5.59
1.6
04.6
31.
311.
840.
862.9
81.9
4
1.8
874
3.61
1.0
03.4
61.
042.
641.
072.6
60.9
7
1.8
901
3.47
1.5
53.4
41.
021.
650.
632.3
22.3
5
1.8
928
4.88
3.1
34.3
73.
354.
783.
183.4
33.6
9
1.8
955
4.62
0.8
53.2
40.
922.
220.
832.6
20.8
5
1.8
982
4.18
9.5
73.9
60.
711.
125.
891.6
54.7
9
1.9
009
-3.9
09.9
6-2
.36
31.9
8-2
.50
15.7
8-1
.73
2.10
1.90
37
5.08
3.5
16.4
122
.20
4.93
3.63
-2.3
04.
90
1.90
64
8.16
7.7
46.5
417
.51
4.00
8.23
1.5
28.4
8
1.9
091
4.12
0.5
34.2
41.
472.
031.
602.6
10.5
7
1.9
118
2.72
4.8
54.6
91.
560.
634.
891.9
42.9
7
1.9
145
5.36
4.1
711
.23
7.11
3.14
3.23
2.4
610.
59
1.9
172
3.47
1.6
83.9
82.
343.
020.
382.1
50.9
5
1.9
199
3.88
1.7
34.7
21.
351.
791.
950.5
60.7
0
1.9
226
4.73
0.6
73.7
00.
892.
731.
732.7
00.7
1
122 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.92
53
3.48
0.6
93.7
31.
082.
110.
923.0
21.0
9
1.9
280
5.09
0.3
64.3
60.
891.
860.
821.9
60.6
5
1.9
307
4.20
0.7
54.3
40.
461.
470.
603.1
31.0
5
1.9
334
4.35
0.3
74.0
90.
281.
800.
781.7
80.6
5
1.9
361
3.98
0.3
13.5
40.
351.
900.
361.8
60.2
0
1.9
388
3.75
0.5
13.8
70.
242.
220.
222.0
70.7
2
1.9
415
3.96
0.5
31.7
610
.06
2.11
0.25
2.0
20.7
0
1.9
442
4.28
0.3
03.0
90.
551.
770.
342.1
70.2
9
1.9
469
4.29
0.4
03.5
20.
181.
850.
271.7
20.2
8
1.9
496
3.74
0.2
13.7
50.
192.
080.
352.2
80.2
5
1.9
523
3.96
0.2
34.0
40.
372.
190.
312.1
70.2
5
1.9
550
4.60
0.1
24.6
60.
572.
130.
532.4
30.6
4
1.9
577
4.91
1.2
54.8
20.
872.
791.
042.3
90.8
8
1.9
604
4.09
0.2
53.9
50.
502.
350.
632.3
60.6
7
1.9
631
3.63
0.1
83.6
30.
641.
910.
641.6
70.1
5
1.9
658
3.62
0.3
13.4
20.
232.
320.
502.2
10.2
1
Appendices 123
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
1.96
85
4.24
0.2
73.4
30.
292.
120.
422.3
00.3
6
1.9
711
4.31
0.4
03.3
70.
232.
130.
512.1
10.2
9
1.9
738
3.69
0.2
23.8
20.
392.
260.
322.0
80.5
1
1.9
765
3.69
0.2
23.6
40.
492.
000.
261.8
30.1
4
1.9
792
3.74
0.2
93.4
20.
541.
790.
222.2
00.2
4
1.9
819
3.80
0.1
83.3
50.
112.
240.
172.1
50.2
2
1.9
846
3.74
0.2
63.4
20.
212.
160.
242.0
50.2
2
1.9
873
3.80
0.1
53.4
30.
241.
990.
092.2
20.1
8
1.9
900
3.73
0.3
03.7
40.
131.
880.
142.1
20.2
5
1.9
927
3.62
0.2
93.7
10.
431.
950.
232.2
50.2
5
1.9
954
3.91
0.3
23.5
00.
211.
950.
101.8
80.1
7
1.9
981
4.18
0.4
93.7
50.
401.
860.
252.3
30.3
0
2.0
008
3.87
1.6
64.5
31.
504.
331.
802.3
80.8
6
2.0
035
3.22
0.8
97.6
11.
883.
720.
910.9
92.6
1
2.0
062
4.80
0.9
23.4
72.
852.
681.
382.1
20.9
1
2.0
089
4.57
0.7
73.8
00.
742.
440.
361.9
40.3
4
124 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
2.01
16
3.45
0.7
34.4
80.
362.
440.
291.7
50.8
3
2.0
143
3.66
1.1
53.8
41.
182.
470.
172.7
90.6
9
2.0
170
4.54
0.3
23.7
80.
472.
651.
242.7
50.1
0
2.0
197
3.89
0.4
73.9
30.
562.
350.
422.7
00.4
4
2.0
226
3.90
0.2
44.1
80.
482.
170.
242.5
20.3
0
2.0
258
3.81
0.1
93.6
80.
482.
040.
372.0
10.2
6
2.0
291
3.98
0.1
23.8
90.
622.
140.
192.1
10.2
5
2.0
323
3.82
0.2
33.7
50.
372.
450.
402.1
00.1
7
2.0
355
3.86
0.1
33.7
00.
282.
250.
382.1
10.4
4
2.0
388
3.96
0.2
53.5
10.
111.
980.
232.3
50.2
2
2.0
420
3.83
0.5
53.8
10.
532.
230.
192.1
40.4
3
2.0
452
3.77
0.2
73.8
80.
172.
290.
102.1
70.1
4
2.0
485
3.99
0.1
43.5
90.
122.
110.
332.2
70.2
3
2.0
517
3.79
0.3
73.8
30.
242.
000.
202.4
10.2
9
2.0
549
4.15
0.8
03.7
60.
242.
220.
542.1
20.2
8
2.0
581
4.17
0.4
94.0
81.
082.
260.
492.2
70.6
1
Appendices 125
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
2.06
14
3.97
0.2
74.0
20.
292.
110.
292.3
60.2
7
2.0
646
4.04
0.2
93.6
50.
291.
940.
292.4
50.2
4
2.0
678
4.02
0.2
83.8
50.
252.
120.
202.3
00.2
1
2.0
711
3.55
0.4
23.6
20.
321.
990.
352.3
10.3
8
2.0
743
4.18
0.2
23.7
30.
372.
080.
272.3
40.4
4
2.0
775
4.34
0.2
13.5
10.
342.
000.
142.3
20.2
0
2.0
807
3.95
0.2
63.7
30.
282.
120.
282.2
90.1
2
2.0
840
3.88
0.2
63.8
20.
252.
140.
182.1
00.1
9
2.0
872
3.92
0.3
33.5
80.
092.
140.
212.3
60.2
4
2.0
904
3.90
0.2
23.7
60.
232.
060.
262.0
40.3
1
2.0
936
3.92
0.1
83.8
80.
172.
010.
082.2
30.1
9
2.0
969
4.08
0.1
83.8
60.
241.
980.
242.2
90.2
3
2.1
001
3.91
0.1
23.9
00.
292.
070.
252.3
50.1
7
2.1
033
3.83
0.2
33.7
60.
292.
040.
212.2
10.2
1
2.1
065
3.91
0.1
03.6
90.
312.
140.
242.2
40.3
3
2.1
098
3.72
0.3
73.8
00.
342.
020.
252.3
20.1
6
126 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
2.11
30
3.87
0.1
13.8
20.
232.
150.
102.3
70.0
8
2.1
162
4.09
0.1
93.6
10.
271.
890.
182.5
40.2
8
2.1
194
3.97
0.2
03.6
00.
352.
070.
262.2
60.3
7
2.1
227
4.14
0.3
83.7
10.
182.
370.
282.1
80.1
3
2.1
259
4.00
0.2
73.9
90.
282.
250.
372.3
90.1
8
2.1
291
3.87
0.0
93.8
90.
092.
020.
322.3
80.1
6
2.1
323
3.84
0.1
03.7
60.
272.
220.
212.2
90.1
4
2.1
356
3.93
0.0
93.9
20.
292.
430.
192.1
40.1
6
2.1
388
3.96
0.1
83.7
60.
152.
040.
192.1
90.1
5
2.1
420
3.88
0.0
63.8
20.
312.
140.
222.2
10.1
4
2.1
452
4.12
0.1
93.9
60.
142.
210.
132.3
60.1
6
2.1
485
4.20
0.4
53.8
30.
212.
110.
392.5
60.2
4
2.1
517
4.11
0.4
53.8
60.
432.
080.
582.2
40.7
1
2.1
549
3.99
0.4
74.1
00.
622.
160.
322.2
60.3
2
2.1
581
4.08
0.2
33.9
30.
332.
090.
332.2
60.2
2
2.1
613
3.95
0.1
44.0
20.
212.
210.
112.2
70.2
7
Appendices 127
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
2.16
46
4.24
0.2
03.9
80.
312.
430.
232.3
70.1
7
2.1
678
4.18
0.2
43.9
40.
172.
310.
132.4
30.1
6
2.1
710
4.33
0.2
44.0
80.
292.
100.
212.9
00.2
2
2.1
742
4.28
0.2
04.2
10.
332.
210.
172.4
80.2
4
2.1
775
4.08
0.1
73.7
40.
122.
130.
392.2
20.2
3
2.1
807
4.01
0.3
13.7
40.
302.
320.
192.2
10.1
7
2.1
839
4.05
0.2
43.8
80.
261.
980.
212.5
80.3
7
2.1
871
4.06
0.3
63.6
10.
282.
160.
372.2
90.2
4
2.1
903
4.05
0.1
93.9
60.
372.
170.
142.4
20.2
8
2.1
936
4.14
0.3
23.9
10.
102.
150.
242.3
40.5
7
2.1
968
4.31
0.3
03.8
90.
362.
360.
412.3
00.3
6
2.2
000
4.32
0.2
84.0
70.
322.
360.
542.4
40.7
9
2.2
032
4.23
0.3
44.2
00.
152.
440.
292.3
70.6
3
2.2
064
4.04
0.1
74.1
90.
242.
360.
252.4
70.4
3
2.2
097
4.12
0.4
53.8
70.
312.
210.
272.2
90.1
9
2.2
129
4.11
0.3
33.8
20.
622.
190.
422.4
70.3
9
128 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
2.21
61
4.18
0.2
23.9
10.
172.
420.
382.2
60.0
7
2.2
193
4.09
0.2
04.0
00.
182.
270.
212.3
20.1
4
2.2
225
3.93
0.3
43.9
60.
222.
300.
222.4
10.1
3
2.2
258
4.07
0.2
14.1
50.
322.
180.
312.6
70.1
5
2.2
290
3.84
0.2
43.9
80.
152.
250.
212.2
20.1
9
2.2
322
4.20
0.2
94.0
20.
302.
280.
312.2
40.4
2
2.2
354
4.22
0.2
74.0
60.
372.
230.
282.2
40.2
1
2.2
386
4.12
0.3
44.0
00.
272.
300.
362.1
60.0
8
2.2
419
4.22
0.3
24.0
80.
252.
220.
042.3
30.2
1
2.2
451
4.24
0.4
64.3
90.
452.
090.
202.3
80.2
5
2.2
483
4.35
0.2
74.0
00.
262.
570.
272.4
10.2
9
2.2
515
4.38
0.2
03.9
90.
502.
600.
372.3
50.2
4
2.2
547
4.18
0.3
13.9
00.
482.
400.
132.4
70.0
7
2.2
580
4.35
0.1
14.1
40.
172.
220.
252.5
90.3
7
2.2
612
4.05
0.4
04.1
20.
392.
140.
182.6
10.2
4
2.2
644
4.51
0.3
23.9
60.
242.
110.
312.6
50.3
3
Appendices 129
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
2.26
76
4.24
0.2
34.3
40.
312.
470.
172.2
40.3
4
2.2
708
4.35
0.3
54.3
00.
272.
340.
572.6
40.4
3
2.2
741
4.14
0.3
04.2
10.
232.
090.
122.5
70.3
0
2.2
773
4.02
0.3
44.2
60.
352.
440.
182.3
40.2
4
2.2
805
4.27
0.1
54.7
20.
612.
260.
302.4
20.3
7
2.2
837
4.39
0.2
415
.08
9.66
2.25
0.44
2.2
50.9
8
2.2
869
4.55
0.2
14.0
40.
122.
530.
182.5
30.1
5
2.2
902
4.42
0.5
14.1
60.
272.
490.
282.4
60.2
8
2.2
934
4.31
0.2
54.2
60.
302.
050.
522.5
50.0
7
2.2
966
4.34
0.3
44.7
00.
522.
200.
342.9
10.3
5
2.2
998
5.02
0.4
64.7
30.
662.
420.
412.6
90.3
5
2.3
030
4.72
0.3
74.4
70.
502.
720.
452.5
70.3
5
2.3
063
4.56
0.2
44.4
20.
442.
380.
292.3
90.4
6
2.3
095
4.65
0.2
94.0
70.
482.
270.
372.4
10.2
9
2.3
127
4.16
0.2
44.2
80.
222.
050.
242.5
40.1
7
2.3
159
4.57
0.3
14.3
00.
442.
410.
252.6
80.4
0
130 Appendices
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
2.31
91
5.31
0.5
34.4
30.
462.
730.
412.8
00.4
4
2.3
224
4.34
0.2
14.4
30.
392.
670.
382.6
00.4
5
2.3
256
4.75
0.1
84.4
10.
292.
320.
202.6
60.1
7
2.3
288
4.32
0.3
04.6
50.
512.
260.
592.6
50.1
8
2.3
320
4.79
0.2
74.6
60.
332.
260.
182.7
70.3
9
2.3
352
4.48
0.3
54.1
80.
642.
750.
382.4
70.4
0
2.3
385
4.77
0.4
43.8
20.
262.
480.
312.4
70.1
8
2.3
417
4.66
0.4
34.5
20.
442.
360.
512.9
70.3
9
2.3
449
4.75
0.4
74.4
70.
322.
230.
362.7
80.5
3
2.3
481
4.22
0.5
14.6
30.
952.
040.
203.1
70.5
1
2.3
513
4.42
0.4
34.9
60.
812.
720.
723.4
10.4
5
2.3
546
5.23
0.5
54.4
20.
132.
430.
222.5
90.4
9
2.3
578
4.22
0.3
94.1
90.
152.
480.
372.3
90.5
6
2.3
610
4.57
0.4
74.0
80.
572.
440.
332.3
30.4
1
2.3
642
4.45
0.3
84.5
80.
372.
320.
542.8
20.3
4
2.3
674
4.73
0.7
05.0
70.
582.
690.
503.0
60.4
2
Appendices 131
Table
A.2.
(Con
’d)
Wav
elen
gth
Ep
och
5E
poch
6E
poch
7E
poch
8
[µm
]F
lux[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
Flu
x[m
Jy]
Err
[mJy]
2.37
07
4.34
0.5
44.8
20.
833.
001.
062.9
01.1
5
2.3
739
4.55
0.2
34.2
60.
603.
160.
352.4
00.2
5
2.3
771
4.35
0.5
53.8
00.
462.
350.
592.7
50.6
8
2.3
803
4.42
0.5
84.2
90.
342.
420.
622.8
40.3
2
2.3
835
4.48
0.4
84.7
10.
562.
150.
962.6
70.6
1
2.3
868
4.53
0.5
34.8
20.
362.
730.
473.0
90.6
8
2.3
900
4.63
0.7
43.8
80.
882.
740.
482.2
30.2
8
2.3
932
4.64
0.5
74.2
60.
452.
130.
203.2
30.5
5
2.3
964
4.79
0.7
14.3
60.
662.
020.
493.0
10.4
5
2.3
997
4.57
0.6
54.6
50.
822.
540.
512.5
10.4
3
2.4
029
4.53
0.3
04.3
20.
752.
600.
342.4
70.6
0
2.4
061
4.09
0.6
84.6
00.
692.
650.
653.2
30.5
0
2.4
093
5.42
0.4
64.1
10.
522.
750.
842.9
90.5
7
2.4
125
4.90
0.5
24.3
91.
292.
460.
333.1
40.2
6
2.4
158
5.34
0.6
54.2
70.
463.
010.
772.2
30.9
4
2.4
193
5.50
1.4
14.0
41.
122.
190.
762.0
00.9
2
132
요 약
최근 소수의 감마선 폭발 천체가 매우 긴 주기를 보이며 관측되었다. 이들은 매우
긴 감마선 폭발 천체라고 불리며 그 주기가 1,000초 혹은 10,000초를 넘어선다. 그 중
GRB 111209A는 적색편이 z = 0.677에서 관측되었고, 그 주기는 관측자의 입장에서
볼 때 7시간 정도로 지금까지의 감마선 폭발 천체 중 가장 긴 주기를 가지고 있다.
우리는 나사(NASA)의 3m 적외선 망원경 시설(Infrared Telescope Facility, IRTF)을
이용하여 이 매우 긴 감마선 폭발 천체의 이른 시간 근적외선 스펙트럼을 관측하였다.
이 데이터는 X 선부터 라디오에 이르는 영역에서 이른 잔광을 관측한 유일한 스펙트럼
데이터이다. 이 데이터의 플럭스 측정을 비교하기 위해 같은 시간대에 관측된 TAROT
R영역데이터를함께사용하였으며,결과적으로근적외선스펙트럼은 β = 1.22±0.03
에 해당하는 전자의 싱크로트론 복사를 나타내고 있었다. 이로부터 얻어진 전자의 멱
법칙 에너지 분포 지수는 p 2.4로 나타났으며, 이는 일반적으로 사용되는 지수 값과
일치하는 결과이다. 이 매우 긴 감마선 폭발 천체에서 열적 복사에 해당하는 부분은
싱크로트론 복사에 묻혀 전혀 알아볼 수 없었다. 그리고 매우 긴 감마선 폭발 천체가
짧은/긴감마선폭발천체처럼공통적인모체를가질수있는지알아보기위해또다른
매우 긴 감마선 폭발 천체인 GRB 101225A의 스펙트럼과 비교해 보았다. 이 매우 긴
감마선 폭발 천체는 GRB 111209A와 전혀 다르게 강한 열적 복사의 진화양상을 나타
내었으며, 이로부터 두 천체는 다른 모체에서 형성된 것이라는 결론을 내릴 수 있었다.
이때 GRB 111209A는 금속함량이 적고 핵심부가 붕괴하는 청색거성을 모체로 하고,
GRB 101225A는헬륨별과중성자별이합병하는과정에서공통외피의단계에있을때
형성된것으로생각한다.또한,우리는두종류의특성진동수 νc와 νm의계산을통하여
외부 충격파 모형이 유효한지 알아보았다. 그 결과 이론적으로는 스펙트럼에서 보이는
싱크로트론 복사의 기울기가 만족될 수 있으나, 현실에서 그대로 적용하기에는 무리가
있다는 것을 알 수 있었다. 이에 갈음하여 비록 간단한 논의로 이루어졌지만 매우 강한
자기장을 가진 중성자별이 새로운 모체가 될 수 있음을 싱크로트론 복사 이론으로부터
확인할 수 있었다.
주요어: 감마선폭발천체:일반−감마선폭발천체:개별 (GRB 111209A, GRB101225A)
133
학 번: 2015-20363
134