Results from the AMANDA neutrino telescope
C. de los Heros
a
, M. Ackermann
b
, J. Ahrens
c
, H. Albrecht
b
, X. Bai
d
, R. Bay
e
, M. Bartelt
f
,
S.W. Barwick
g
, T. Becka
c
, K.-H. Becker, J.-K. Becker, E. Bernardini
b
, D. Bertrand
h
D.J. Boersma
b
,
S. B¨oser
b
, O. Botner
a
, A. Bouchta
a
, O. Bouhali
h
, J. Braun
i
, C. Burgess
j
, T. Burgess
j
, T. Castermans
k
,
D. Chirkin
e
, B. Collin
l
, J. Conrad
a
, J. Cooley
i
, D.F. Cowen
l
, A. Davour
a
, C. De Clercq
m
, T. DeYoung
n
,
P. Desiati
i
, P. Ekstrom¨
j
, T. Feser
c
, T.K. Gaisser
d
, R. Ganugapati
i
, H. Geenen, L. Gerhardt
g
,
A. Goldschmidt
o
, A. Gross, A. Hallgren
a
, F. Halzen
i
, K. Hanson
i
, R. Hardtke
i
, T. Harenberg,
T. Hauschildt
b
, K. Helbing
o
, M. Hellwig
c
, P. Herquet
k
, G.C. Hill
i
, J. Hodges
i
, D. Hubert
m
, B. Hughey
i
,
P.O. Hulth
j
, K. Hultqvist
j
, S. Hundertmark
j
, J. Jacobsen
o
, K.H. Kampert, A. Karle
i
, J. Kelley
i
,
M. Kestel
l
, L. Kop¨ ke
c
, M. Kowalski
b
, M. Krasberg
i
, K. Kuehn
g
, H. Leich
b
, M. Leuthold
b
,
I. Liubarsky
p
, J. Madsen
q
, K. Mandli
i
, P. Marciniewski
a
, H.S. Matis
o
, C.P. McParland
o
, T. Messarius,
Y. Minaeva
j
, P. Mioˇcinovi´c
e
, R. Morse
i
, K. Munic¨ h, R. Nahnhauer
b
, J. W. Nam
g
, T. Neunh¨offer
c
,
P. Niessen
d
, D.R. Nygren
o
, H. Ogel¨ man
i
, Ph. Olbrecht
m
, A.C. Pohl
r
, R. Porrata
e
, P.B. Price
e
,
G.T. Przybylski
o
, K. Rawlins
i
, E. Resconi
b
, W. Rhode, M. Ribordy
k
, S. Richter
i
,
J. Rodr´ıguez Martino
j
, H.-G. Sander
c
, K. Schinarakis, S. Schlenstedt
b
, D. Schneider
i
, R. Schwarz
i
,
A. Silvestri
g
, M. Solarz
e
, G.M. Spiczak
q
, C. Spiering
b
, M. Stamatikos
i
, D. Steele
i
, P. Steffen
b
,
R.G. Stokstad
o
, K.-H. Sulanke
b
, I. Taboada
s
, L. Thollander
j
, S. Tilav
d
, W. Wagner, C. Walck
j
,
M. Walter
b
, Y.-R. Wang
i
, C.H. Wiebusch, R. Wischnewski
b
, H. Wissing
b
, K. Woschnagg
e
, G. Yodh
g
a
Division of High Energy Physics, Uppsala University, S-75121 Uppsala, Sweden
b
DESY-Zeuthen, D-15738 Zeuthen, Germany
c
Institute of Physics, University of Mainz, Staudinger Weg 7, D-55099 Mainz, Germany
d
Bartol Research Institute, University of Delaware, Newark, DE 19716, USA
e
Dept. of Physics, University of California, Berkeley, CA 94720, USA
f
Fachbereich 8 Physik, BUGH Wuppertal, D-42097 Wuppertal, Germany
g
Dept. of Physics and Astronomy, University of California, Irvine, CA 92697, USA
h
Universit´e Libre de Bruxelles, Science Faculty CP230, Bvd. du Triomphe, B-1050 Brussels, Belgium
i
Dept. of Physics, University of Wisconsin, Madison, WI 53706, USA
j
Dept. of Physics, Stockholm University, SE-10691 Stockholm, Sweden
k
University of Mons-Hainaut, 7000 Mons, Belgium
l
Dept. of Physics, Pennsylvania State University, University Park, PA 16802, USA
m
Vrije Universiteit Brussel, Dienst ELEM, B-1050 Brussels, Belgium
n
Dept. of Physics, University of Maryland, College Park, MD 20742, USA
o
Lawrence Berkeley National Laboratory, Berkeley, CA 94720, USA
p
Blackett Laboratory, Imperial College, London SW7 2BW, UK
q
Physics Dept., University of Wisconsin, River Falls, WI 54022, USA
r
Dept. of Chemistry and Biomedical Sciences, University of Kalmar, SE-39182 Kalmar, Sweden
s
Departamento de F´ısica, Universidad Sim´on Bol´ıvar, Caracas, 1080, Venezuela
We review recent results from AMANDA on the search for cosmic point sources of neutrinos, both in the diffuse
and point-like channels. Assuming a E
−
2
spectral shape of the neutrino energy at the source, we derive limits on
the diffuse ν
μ
flux as well as in the all-flavour diffuse flux from the cascade search. We report limits on selected
point sources as well as on GRB searches. We present results on primary cosmic CR composition in the range
∼
100 TeV-PeV obtained with the help of the SPASE air shower array run in coincidence with AMANDA.
Nuclear Physics B (Proc. Suppl.) 136 (2004) 85–92
0920-5632/$ – see front matter © 2004 Elsevier B.V. All rights reserved.
www.elsevierphysics.com
doi:10.1016/j.nuclphysbps.2004.10.003
1. INTRODUCTION
High energy neutrino astronomy is a natural
extension to traditional cosmic ray physics. They
share the interest on the same objects as poten-
tial accelerators of the cosmic rays observed at
Earth. Candidate cosmic accelerators include
supernova remnants, the accretion disk and jets
of Active Galactic Nuclei (AGN), or the violent
processes behind Gamma Ray Bursts (GRB).
Neutrinos are expected to be produced in these
violent environments through proton-proton or
proton-photon collisions and subsequent decay of
the created pions. Although these objects ’work’
at different energies, it is believed that in the
most violent environments protons can be accel-
erated to energies of the order of ? PeV and,
according to most models, one should therefore
expect neutrinos to be produced at TeV energies
and above.
While the original direction of the protons can
be randomized by intergalactic magnetic fields
and photons are easily absorbed in the infrared
background, neutrinos have the advantage of
traveling cosmic distances unabsorbed and un-
deflected. This turns into a disadvantage when
trying to detect them, requiring large detector
volumes to collect a decent rate. At extremely
high energies, O10
20
eV, where protons would
point to their sources, they are also absorbed
by the CMB. At such energies the detection of
cosmic rays suffers from the GZK suppression,
rendering the size of the visible Universe to ∼10
Mpc. A similar effect occurs for UHE gamma
rays.
The AMANDA detector has been built to ex-
plore the high energy universe in neutrinos, using
the advantages of neutrinos as cosmic messengers.
2. THE AMANDA DETECTOR
The AMANDA detector consists of an array of
optical modules (OM) buried deep in the ice at
the South Pole. The OMs consist of a Hama-
matsu 8-inch photomultiplier tube housed in a
glass sphere. They are connected to the sur-
face electronics by a copper cable which supplies
the high voltage to the photomultiplier tube and
transmits the signal to the surface. Some of the
modules were connected also through a fiber optic
cable in order to test the technique.
Due to the complexity of the construction
and the constraints set by the site, the detec-
tor was built is stages between 1996 and 2000.
In this paper we will mention results from the
10-string detector, AMANDA-B10, and from the
full AMANDA array, AMANDA-II. AMANDA-
B10 consisted of 302 OMs in 10 strings arranged
in two concentric circles, the outer one with a
diameter of 100 m. and was operational during
1997. The AMANDA-II detector was completed
in 2000 and it consists of an additional circle of
9 strings, increasing the total number of OMs to
677 and the detector diameter to 200 m. The
typical OM vertical separation is 10 m. and the
inter-string separation about 50 m. The instru-
mented height is 500 m, between 1500 m and
2000 m under the ice surface.
With the help of calibration devices deployed
with some strings and a YAG laser at the sur-
face, we have mapped the optical properties of
the ice at the depths of the detector [1]. The
antarctic ice is very transparent in the window
of Cherenkov wavelengths, with an absorption
length of ∼110 m at 400 nm. The scattering
length is quite independent of wavelength, but it
reflects the impurities of the ice with depth. It
is about 20 m at 400 nm with variations of more
than a factor of two for specific depths.
Muons produced in charged-current ν
µ
-nucleon
interactions near the array are detected by the
Cherenkov photons they emit. Electromagnetic
and hadronic cascades that result from neu-
tral current interactions of all three flavors or
from charged-current ν
e
and ν
τ
are also detected
through the Cherenkov light of the produced
secondaries. AMANDA is therefore an all-flavor
neutrino detector. This is important in the con-
text of neutrino oscillations since neutrinos are
expected to be produced at the source with the
ratio ν
e
:ν
µ
:ν
τ
=1:2:0 (typical from pion decay),
but are expected at the Earth with a ratio 1:1:1.
86
C. de los Heros et al. / Nuclear Physics B (Proc. Suppl.) 136 (2004) 85–92
Events are reconstructed by minimizing the
log-likelihood that the timing of the produced
light pattern is compatible with a track or cascade
hypothesis [2]. The current angular resolution
for muon tracks lies between 1.5
◦
and 2
◦
, while
the cascade angular resolution is ≈30
◦
. This
just reflects the longer lever arm for reconstruc-
tion of muon tracks, while cascades produce more
spherically-shaped light patterns. For this same
reason, the energy resolution (correlated to the
total light detected) is better for cascades, σ(log
E)≈ 15% than for muon tracks, σ(log E)≈ 40%.
3. PHYSICS TOPICS AND RESULTS
AMANDA can be used for different physics
topics, ranging from astrophysics to particle
physics. Due to the focus of this conference we
will restrict here to those topics more closely re-
lated to high energy astrophysics, rather than to
particle searches. We will present recently ob-
tained results on searches for a diffuse neutrino
flux using different signal channels and energy
ranges, results from the search for point sources
and results from cosmic ray composition studies
using downward-going muons. A recent summary
that includes results of other AMANDA topics
can be found in [3]
3.1. General analysis strategies
The analyses summarized in the next section
are all based in the following simulations. For
the background atmospheric muon flux we have
used the CORSIKA [4] air shower generator with
the QGSJET hadronic interaction model. The
average winter atmosphere at the South Pole has
been used. For the neutrino signal we have used
two AMANDA-grown generators, nusim and a
newly developed generator which treats all-flavor
generation in a more consistent manner, ANIS [5].
Both can be weighted to any desired spectrum, so
we produced events following an E
−1
spectrum,
that was later re-weighted to an atmospheric
spectrum, an E
−2
or to the spectra predicted by
the specific models probed.
The muons were propagated through the ice
including stochastic energy losses using the pro-
gram MMC [6].
A detailed simulation of the detector response is
performed for both signal and background events,
including individual OM response to light, trig-
ger simulation and pulse recording. A specific ice
model needs to be used at this stage to determine
the pulse timing. After the detector simulation,
data and simulated events are written in the same
format and the same reconstruction and event
selection procedure is done on both sets.
The main sources of systematic uncertainties
in the analyses mentioned below are the muon
propagation and the ice model parameters in the
detector simulation. For most of the analyses
presented in this summary, the systematic un-
certainties amount to ∼25%. In the case of the
search for UHE events, one should include the un-
certainty of the neutrino-nucleon cross sections at
these energies, which are just model-dependent
extrapolations of accelerator measurements at
lower energies [7]. There is an additional un-
certainty, common to all analyses which use the
atmospheric neutrino simulations as background
estimation, in the absolute normalization of the
atmospheric neutrino flux, only known to within
∼25% at energies ? 100 GeV, which is just a
translation of the uncertainties in the primary
cosmic ray flux.
We emphasize that AMANDA presents all its
limits following the ordering scheme described
in [8] and including all systematic uncertainties
in the calculation of the limit according to the
method derived in [9]. We should also mentioned
here that AMANDA follows the policy of per-
forming all analysis in a ’blind’ manner to guar-
antee statistical purity of the results. Cuts are
optimized on a subsample of the data set, which
is then not used to obtain the final result, or on a
time-scrambled data set, which is just unscram-
bled after cut values have been optimized and
frozen.
3.2. Diffuse search
Even if individual sources turned out to be too
weak to produce an unambiguous neutrino signal
from their direction in a detector of the size of
AMANDA, the summed neutrino output from all
C. de los Heros et al. / Nuclear Physics B (Proc. Suppl.) 136 (2004) 85–92
87
sources could produce a detectable diffuse ’glow’.
We have performed such search with data col-
lected during 130 days of live-time in 1997 with
the AMANDA-B10 detector [10]. An analysis
with data taken during 2000 is under way. This
analysis is designed to retain high-energy events,
since the expected energy spectrum from shock
acceleration in cosmic sources (∝ E
−2
ν
) is harder
than that of atmospheric neutrinos, ∝E
−3.7
ν
. The
energy of the muon is correlated to the total light
detected by the array, higher energy muons pro-
ducing more light from catastrophic energy losses
along the track. We have used the hit-channel
multiplicity as the main variable to separate the
expected signal-like events from the atmospheric
neutrino background, and optimized to cut in
such variable for best sensitivity. After applying
all the quality cuts to the data and simulated at-
mospheric neutrino background, we obtain 3 data
events while we expect 3.1 atmospheric neutrinos.
Including the systematic uncertainties this leads
to a 90% CL flux limit on an E
−2
ν
spectrum in the
region 3 TeV to 6 PeV of E
2
ν
Φ(E
ν
) = 8.4 × 10
−7
GeV cm
−2
s
−1
sr
−1
, which shown in figure 1 as
the full line labeled ’AMANDA-B10 E
−2
ν
µ
’.
Given specific models of neutrino production,
the cut optimization can be done to maximize
sensitivity to probe any chosen model. We have
done this for a sample of predictions resulting
in that three of the models in the market are
excluded at 90% CL ([11–13]). Figure 1 shows
the prediction and the AMANDA limit on one
of them, from reference [11]. This is an impor-
tant result since brings AMANDA to the level of
sensitivity to predictions of current neutrino pro-
duction models in AGN and allows the detector
to probe concrete physics predictions.
3.3. Diffuse cascade search
Another search for a diffuse neutrino glow can
be done in the cascade channel, being sensitive to
all neutrino flavors. The cascade analysis is sensi-
tive to the whole sky since down-going neutrinos
can also interact nearby the detector producing a
detectable cascade. A previous analysis with data
taken in 1997 with the AMANDA-B10 detector
has been published in [14]. Here we describe the
Figure 1. 90% CL limits on the neutrino flux from
the diffuse search and from the all-flavor cascade
search (dashed line in lighter shade) assuming a
E
−2
spectrum. We have end-marked both lines to
emphasize the different energy coverage of both
analyses. Shown in the figure is also the limit ob-
tained for an specific AGN model ([11]) which is
disfavored and the AMANDA-B10 limit on neu-
trinos from charm production in the atmosphere.
Limits from other experiments are shown for com-
parison.
more recent analysis performed with data taken
with AMANDA-II during 197 days of live-time
in 2000 [15].
Given the energy range we are looking at (50
TeV to ∼PeV), the contamination from atmo-
spheric muons is reduced to negligible levels, as
well as the atmospheric neutrino background. We
have simulated signal events for the three flavors
for an assumed spectrum of E
−2
ν
and from all
directions. After all cuts are applied, 1 experi-
mental event remains, while 0.90
−
+00.
.
6943
events are
expected from atmospheric muons and 0.06
−
+00.
.
0904
88
C. de los Heros et al. / Nuclear Physics B (Proc. Suppl.) 136 (2004) 85–92
from atmospheric neutrinos. This leads to a 90%
CL limit on the diffuse flux of neutrinos from
all flavors in the region 50 TeV to 5 PeV of
E
2
ν
Φ(E) = 8.6 × 10
−7
GeV cm
−2
s
−1
sr
−1
. As
for the diffuse ν
µ
search mentioned in section 3.2,
the cascade analysis can be optimized for given
model predictions. Figure 1 shows the E
−2
ν
limit
compared to several models and to the result of
the diffuse search in the muon channel. Note that
the published cascade limit with AMANDA-B10
data in [14] was E
2
ν
Φ(E)=8.9 × 10
−6
GeV
cm
−2
s
−1
sr
−1
. Since the live-times of both anal-
yses are just about 50% different, the improve-
ment of an order of magnitude is mainy due to
the increased sensitivity of AMANDA-II due to
its larger size.
3.4. UHE neutrino search
Above a few PeV, the increasing neutrino cross
section with energy makes the Earth opaque.
Above such energies the events should concen-
trate near the horizon, where the path length
is still not enough for complete absorption. We
have performed a search for events in the range
1 PeV-3 EeV near the horizon using data from
130 days of live-time in 1997. A new analysis
with data from 2000 is underway. At these en-
ergies the atmospheric neutrino background is
negligible, and the main source of background
arises from mis-reconstructed atmospheric muon
bundles. A somewhat different event selection
techniques were developed for this analysis. A
neural network based event selection was used,
where in addition of the hit channel multiplicity
and reconstruction quality variables, the num-
ber of hit channels with exactly one hit proved
to be a good discriminant variable. The upper
energy range available to this analysis is limited
by detector saturation effects: muons or cascades
from neutrinos in the EeV energy range emit
enough light to illuminate the whole detector,
and at about a few EeV, the event energy re-
construction based on the detected light becomes
unreliable.
Assuming an E
−2
spectral shape on the neu-
trino energy, and not having detected any excess
over the expected background, we have set a pre-
Figure 2. 90% CL limits in equatorial coordinates
in units of 10
−7
cm
−2
s
−1
for an assumed E
−2
ν
spectrum, integrated above 10 GeV. Systematic
uncertainties are not included in this plot.
liminary 90% CL limit of E
2
ν
Φ(E
ν
) < 1.5 × 10
−6
GeV cm
−2
s
−1
sr
−1
in the range 1 PeV < E
ν
<
3 EeV, assuming a ratio ν
µ
:ν
e
:ν
τ
= 1:1:1 at the
Earth. This limit excludes as well the predictions
of the model of reference [11], in agreement with
the diffuse search mentioned in the previous sec-
tion, and sensitive to lower neutrino energies.
3.5. Point source search
The main aim of neutrino telescopes is the
detection of neutrinos from resolved cosmic ac-
celerators, whether known in the electromagnetic
spectrum or not. In this section we summarize
the results of a search for an statistically sig-
nificant excess of events from any spot in the
northern sky.
The extended size of AMANDA-II shows a
greatly improved sensitivity as a function of
zenith angle (see figure 3), down to practically
the horizon, as compared with a previous analysis
using data from 1997 with the AMANDA-B10
detector [16]. The integrated declination aver-
aged sensitivity above 10 GeV for an assumed
E
−2
spectrum is 2.3×10
−8
cm
−2
s
−1
. Using data
collected during 197 days of live-time in 2000 we
C. de los Heros et al. / Nuclear Physics B (Proc. Suppl.) 136 (2004) 85–92
89
Figure 3. AMANDA-II sensitivity in units of
10
−7
cm
−2
s
−1
as a function of declination for
an assumed differential E
−2
spectrum.
have performed a grid search for an event excess
in the region 0
◦
< δ < 85
◦
[17] . The size of the
search bins has been optimized for each declina-
tion band with widths ranging from 6
◦
to 10
◦
.
This search benefits from the fact that we can
use off-source data as background estimation in
each declination band. Figure 2 shows the 90%
CL upper limit sky in units of 10
−7
cm
−2
s
−1
for
an assumed E
−2
ν
spectrum integrated above E
ν
=
10 GeV.
We have also performed a search around a num-
ber of known blazars, microquasars, SN remnants
and other candidates, assuming an E
−2
ν
spectrum
in each case. For this analysis a circular search
bin centered at the candidate position has been
used. The radius of the bin has been optimized
for each candidate. The number of background
events is taken from the off-source part of the dec-
lination band of the object. The non detection of
a signal for any of the candidates has allowed us
to set limits on the nuetrino flux from each of
them. In table 1 we show the limits obtained for
a few selected objects. See [17] for more details.
3.6. GRB search
A special kind of point source seach is the
search for neutrinos coincident with GRBs. In
this case we have the additional handle of the
timing of the event, obtained from the detect-
ing satellite. The detector stability at the time
of the burst is assesed by monitoring the noise
rate within one hour before and after the event.
The search for an statisticaly significant excess of
events in AMANDA is done in a time window of
±5 minutes around the GRB. We have used the
GRB sample collected by the BATSE instrument
on board of the CGRO satellite. AMANDA and
BATSE data taking periods overlapped between
1997 when AMANDA-B10 started taking data,
until 2000, when CGRO was decomissioned. We
have analyzed a total of 312 BATSE triggered
bursts from this period. No excess of events was
observed in coincidence with any of the bursts.
Assuming a broken power law Waxmann-Bahcall
type spectrum [18] with E
break
=100 TeV, we
obtain a 90% CL upper limit on the expected
neutrino flux at the Earth of 4.8×10
−8
GeV
cm
−2
s
−1
sr
−1
.
There is a class of events that did not trigger
the BATSE detector but were found by a later
off-line nalysis on archived data [19]. This class
amounts to 26 events during 2000 in the north-
ern hemisphere during the up-time of AMANDA.
Since 2000 the only source of GRB detection is
the Interplanetary Network, a group of satellites
with GRB detectors on board which uses triangu-
lation to spacially locate the burst. We have used
their catalogue to add 44 new bursts to the 2000
set. The addition of these bursts to the analysis is
not straightforward since there are issues of sensi-
tivity of the different detectors to consider, as well
as the dependence of the model being tested on
information gathered from the triggered BATSE
bursts. Work to obtain a statistically consistent
limit with the addition of these new 70 bursts is
under way.
90
C. de los Heros et al. / Nuclear Physics B (Proc. Suppl.) 136 (2004) 85–92
Table 1
90% CL upper limits on the muon-neutrino flux from several selected candidate sources in units of 10
−8
cm
−2
s
−1
asuming a E
−2
spectrum and integrated above 10 GeV.
source
Dec.[
◦
]
RA[h]
n
obs
n
b
Φ
lim
ν
SS433
5.0
19.2
0
2.38
0.7
M87
12.4
12.51
0
0.95
1.0
Cassiopeia A
58.8
23.39
0
1.01
1.2
Cygnus X1
35.2
19.97
2
1.34
2.5
Cygnus X3
41.0
20.54
3
1.69
3.5
Markarian501
39.8
16.90
1
1.57
1.8
Markarian421 (fm)
38.2
11.07
3
1.50
3.5
Crab
22.0
5.58
2
1.76
2.4
3.7. Cosmic-ray composition at the knee
The South Pole Air Shower Array (SPASE) [21]
located at the surface of the ice about 360 m from
the vertical of the AMANDA center, and provides
a unique tool for studing the composition of cos-
mic rays at energies above 10
15
eV by running
it in coincidence with AMANDA. SPASE is used
to reconstruct the position direction and electron
content of air showers, while AMANDA can mea-
sure the muon component. Track reconstruction
in AMANDA for coincident events benefits from
the knowledge of the shower core location at the
surface, reducing the number of degrees of free-
dom of the fit and giving an angular resolution
of less than half a degree.
The muon energy at the detector depth is esti-
mated from a a fit of the expected light intensity
of a muon bundle as a function of lateral dis-
tance to a given OM. This quantity correlates
with the total number of electrons in the shower
measured by SPASE. By means of CORSIKA
simulations these two observables can be related
to the energy and mass of the primary. The
resolution achieved in the determintion of the
primary energy is energy dependent itself, and
it is about 10% in log(E) in the range 1 PeV to
10 PeV. Figure 4 shows the result of plotting the
energy of the primary versus its mass, comparing
the results of AMANDA using data from 1998,
with other existing experiments. The error bars
for all experiments are statistical only. In the
case of AMANDA, systematic uncertainties arise
from the choice of the shower generation model
and muon propagation in the ice. The estimated
systematic uncertainties for this analysis are at
the level of 30%.
The AMANDA results are compatible with an
increase of the primary mass in the range 1 PeV to
6 PeV, and in agreement with HEGRA, Kaskade,
EAS-TOP/MACRO and Chacaltaya for example,
but in disagreement with BLANCA and DICE,
which seem to indicate a lighter primary compo-
nent at such energies. Details of this analysis can
be found in [20]
3.8. Summary and Outlook
AMANDA has reached the sensitivity to probe
specific physics models predicting neutrino pro-
duction in AGN and blazars, having disfavoured
a few of them at 90%Cl with the results of the
diffuse, cascade and UHE analyses. We have
also vastly improved our limits on known point
source candidates from previous analyses by using
the extended AMANDA-II detector, operational
since 2000.
Using events in coincidenc with the surface scin-
tillator array SPASE allowed us to study the com-
position of air showers at energies between 400
TeV and 6 PeV. The results indicate a mass de-
pendence with energy that is compatible with an
increase of primary mass in such energy range.
We have recently finished a common processing of
C. de los Heros et al. / Nuclear Physics B (Proc. Suppl.) 136 (2004) 85–92
91
ln(A)
0
0.5
1.0
1.5
2.0
2.5
3.0
3.5
4.0
5
5.25 5.5
5.75
6
6.25 6.5
6.75 7
7.25 7.5
log
10
(E
prim
/GeV)
Figure 4. SPASE/AMANDA composition results
as a function of primary energy, compared with
other experiments.
four calendar years of data, from 2000 to 2003 and
results of different analyses from this extended
data set will be available soon. Since the begining
of 2004 AMANDA-II is fully equipped with a new
fully digital read out that improves single photo-
electron detection and will therefore improve en-
ergy resolution for the UHE analysis.
3.9. Acknowledgements
This research is supported by the following
agencies: National Science Foundation–Office of
Polar Programs, National Science Foundation–
Physics Division, University of Wisconsin Alumni
Research Foundation, Department of Energy, and
National Energy Research Scientific Computing
Center, UC-Irvine AENEAS Supercomputer Fa-
cility, USA; Swedish Research Council, Swedish
Polar Research Secretariat and Knut and Al-
ice Wallenberg Foundation, Sweden; German
Ministry for Education and Research, Deutsche
Forschungsgemeinschaft (DFG), Germany; Fund
for Scientific Research (FNRS-FWO), Flanders
Institute to encourage scientific and technological
research in industry (IWT) and Belgian Federal
Office for Scientific, Technical and Cultural af-
fairs (OSTC), Belgium. D.F.C. acknowledges the
support of the NSF CAREER program.
REFERENCES
1. K. Woschnagg et al. Proc. of the 26th Int. Cos-
mic Ray Conference, Salt Lake City, USA, 1999,
HE4.1.15.
2. J. Ahrens et al. Nucl. Inst. and Methods. A524
(2004), 169.
3. M. Ribordy et al. To appear in Proc. of the
XXXIX Rencontres de Moriond. hep-ex/0405035.
4. D. Heck et al. FZKA (1998) 6019. See also www-
ik3.fzk.de/h˜eck/corsika
5. M. Kowalski, A. Gazizov. Proc. of the 28th Int.
Cosmic Ray Conference, Tskuba, Japan, 2003,
1459.
6. D. Chirkin, W. Rhode. Proc. of the 27th Int. Cos-
mic Ray Conference, Hamburg, Germany, 2001,
HE2.02, 1017.
7. R. Gandhi, C. Quigg, M. H. Reno, I. Sarcevic.
Astropart. Phys. 5, (1996) 81.
8. G. J. Feldman, R. D. Cousins. Phys. Rev. D57
(1998), 3873
9. J. Conrad et al. Phys. Rev. D67 (2003), 012002.
10. J. Ahrens et al. Phys. Rev. Lett. Vol 90, No. 25
(2003), 251101.
11. F. W. Stecker, M. H. Salamon. Space Sci. Rev.
75 (1996), 341
12. A. P. Szabo, R. J. Protheroe. Proc. of the Work-
shop on High Energy Neutrino Astronomy, Uni-
vresity of Hawaii (World Scientific, Singapore,
1992), pg. 24.
13. Accretion Phenomena and Related Outflows,
IAU colloquium 163, ASP Conf. Series. 121
(1997), 585.
14. J. Ahrens et al.Phys. Rev. D67 (2003), 012003.
15. J. Ahrens et al. Accepted for publication in Phys.
Rev. D
16. J. Ahrens et al. Astrophys. J. 583, (2003), 1040.
17. J. Ahrens et al. Phys. Rev. Lett. Vol 92, No 7
(2004), 071102.
18. J.Bahcall, E. Waxmann. hep-ph/9807282 and
Phys. Rev. D64 (2001),023002.
19. B. Stern et al. A&AS 138 (1999), 413S
20. J. Ahrens et al. Accepted for publication in As-
tropart. Phys.
21. J. E. Dickinson et al. Nucl. Instr. Meth. A440,
(2000), 95.
92
C. de los Heros et al. / Nuclear Physics B (Proc. Suppl.) 136 (2004) 85–92