Antenna-coupled TES Bolometer Arrays for BICEP2/Keck
A.Orlandoa, R.W. Aikina, M. Amirib, J.J. Bockca, J.A. Bonettic, J.A. Brevika, B. Burgerb, G.
Chattopadthyayc, P.K. Dayc, J.P. Filippinia, S.R. Golwalaa, M. Halpernb, M. Hasselfieldb, G.
C. Hiltond, K. D. Irwind, M. Kenyonc, J.M. Kovace, C.L. Kuofg, A.E. Langea, H.G. LeDucc,
N. Llombartc, H.T. Nguyenc, R.W. Ogburnafg, C. D. Reintsemad, M.C. Runyana, Z.
Staniszewskic, R. Sudiwalaah, G. Teplya, A. R. Trangsruda, A.D. Turnercand P. Wilsonc
aDepartment of Physics, California Institute of Technology, 1200 E. California Blvd, Pasadena,
CA 91125, USA;
bDepartment of Physics and Astronomy, University of British Columbia, 6224 Agricultural
Road, Vancouver, British Columbia, V6T 1Z1, Canada;
cJet Propulsion Laboratory, 4800 Oak Grove Dr, Pasadena, CA 91109, USA;
dNIST Quantum Devices Group, 325 Broadway, Boulder, CO 80305, USA;
eHarvard-Smithsonian Center for Astrophysics, 60 Garden Street, Cambridge, MA 02138,
fDepartment of Physics, Stanford University, 382 Via Pueblo Mall, Palo Alto, CA 94305, USA;
gKavli Institute for Particle Astrophysics and Cosmology, Sand Hill Road 2575, Menlo Park,
CA 94025, USA;
hSchool of Physics and Astronomy, Cardiff University, The Parade, Cardiff, CF24 3AA, UK.
BICEP2/Keck and SPIDER are cosmic microwave background (CMB) polarimeters targeting the B-mode polar-
ization induced by primordial gravitational waves from inflation. They will be using planar arrays of polarization
sensitive antenna-coupled TES bolometers, operating at frequencies between 90 GHz and 220 GHz. At 150 GHz
each array consists of 64 polarimeters and four of these arrays are assembled together to make a focal plane, for a
total of 256 dual-polarization elements (512 TES sensors). The detector arrays are integrated with a time-domain
SQUID multiplexer developed at NIST and read out using the multi-channel electronics (MCE) developed at
the University of British Columbia. Following our progress in improving detector parameters uniformity across
the arrays and fabrication yield, our main effort has focused on improving detector arrays optical and noise
performances, in order to produce science grade focal planes achieving target sensitivities. We report on changes
in detector design implemented to optimize such performances and following focal plane arrays characterization.
BICEP2 has deployed a first 150 GHz science grade focal plane to the South Pole in December 2009.
Keywords: Cosmic microwave background, polarization, TES bolometer arrays, millimeter wave instrumenta-
One of the primary science goals of cosmic microwave background (CMB) cosmology in the next decade is the
degree-scale B-mode polarization induced by a gravitational wave background. A detection would not only
confirm inflation, but it would also distinguish between models and constrain the physical processes causing
it.1Searching for B-mode polarization presents several challenges: a large number of sensitive detectors are
required, as well as wide frequency coverage for astrophysical foregrounds monitoring and excellent control of
polarization systematics.2BICEP2/Keck and SPIDER are experiment designed to measure the polarization
of the CMB. SPIDER3is a balloon-borne experiment targeting the CMB polarization at large angular scales.
Corresponding author: A. Orlando : E-mail: firstname.lastname@example.org
arXiv:1009.3685v1 [astro-ph.IM] 20 Sep 2010
Figure 1. (a) Array of antenna-coupled polarimeters fabricated on a 4-inch silicon wafer. Each small square (highlighted)
is a complete polarimeter, for a total of 64 at 150 GHz ; (b) A polarimeter unit consists of a pair of co-locating orthogonal
phased-array antennas, microstrip summing networks, microstrip filters and two TES bolometers, one for each linear
polarization. The size of the polarimeter is ∼ 7.5 mm at 150 GHz.; (c) Details of the beam-forming antennas: orthogonal
slot sub-antennas and summing network. The sub-antennas array format is a 12 × 12 cell for the polarimeter in (b); (d)
SEM image of the thermally isolated silicon nitride island with the TES bolometer; (e) Microstrip bandpass filter.
BICEP24and The Keck Array5will be observing from the South Pole, aiming to detect the signature of inflation
on degree angular scales (? ∼ 100), taking advantage of the long integration time available from ground to go
extremely deep on ∼ 2% of the sky that has minimum astrophysical foregrounds. BICEP2/Keck and SPIDER
focal planes employ planar arrays of dual-polarization antenna-coupled TES bolometers operating at frequencies
between ∼ 90 GHz and 220 GHz . At the LTD13 conference we reported our early progress in characterizing
engineering focal plane arrays6and SQUID multiplexed readout for BICEP2 and SPIDER and our progress
in microfabrication.7Having achieved consistently high fabrication yield and reproducible and uniform device
parameters, we have since then focused on characterizing and optimizing focal plane optical properties and
The paper is organized as follows. In Section 2 we provide a description of detector arrays and focal plane
architecture. In Section 3 we describe changes to detector design implemented to optimize optical and noise
performance. Measured optical properties and arrays performance are presented in Section 4. Future development
plans are outlined in Section 5.
2. DETECTOR ARRAYS AND FOCAL PLANE ARCHITECTURE
At 150 GHz each array consists of 64 polarimeters (128 TES detectors) fabricated on a 4-inch silicon wafer (see
Fig.1a). A polarimeter unit (Fig.1b) consists of a pair of planar co-locating orthogonal phased-array antennas,
microstrip summing networks, microstrip bandpass filters and two TES bolometers, one for each linear polar-
ization8(called A and B). In this type of antenna-coupled device a planar array of slot antennas performs the
function of beam collimation: the signals coming from the sub-antennas are coherently combined by a super-
conducting niobium microstrip summing network to form a beam. The beam width is approximately given by
λ/d, where λ is the wavelength and d is the linear dimension of the antenna. Each polarimeter unit has two
sets of orthogonal slots, readout by two independent microstrip networks, one for each polarization(see Fig1c).
(a) Four arrays are assembled together to make a focal plane, for a total of 256 polarimeters at 150 GHz. Each
detector wafer, stacked with a λ/4 quartz anti-reflection wafer (not visible), is mounted on a gold plated OFHC
copper plate using beryllium-copper spring clips fixed near the corners; (b) Close view of the spring clips holding
a detector array. Each array is connected to a printed circuit board via Al wire bonds. Visible are the aluminized
traces on the printed circuit board, routing the signals from the detectors to 33-element NIST SQUID MUX
chips; (c) MUX/Nyquist chip, mounted on the printed circuit board using an intermediary ceramic carrier and
wire bonded to the Al traces. 16 MUX/NYQ chips (visible in (a)) are used to readout all the detectors on the
If the sub-antennas are arranged in a square grid pattern and fed uniformly the radiation pattern will exhibit
minor sidelobes and four-fold symmetry. In refractor systems (such as BICEP2/Keck and SPIDER) the minor
sidelobes are terminated at a cold Lyot stop. The array size is fixed by the wavelength and the desired FWHM:
for FWHM ∼ 14◦the sub-antennas array format is a 12 × 12 cell and the size of the polarimeter is ∼ 7.5 mm
at 150 GHz. Microstrip filters (Fig.1e) define both the upper and lower frequency cutoff of the science bands,
with a chosen ∼ 25% fractional bandwidth, slightly smaller than the antennas bandwidth. After the bandpass
filter the signal from the antenna is transmitted through the superconducting niobium microstrip and readout
by a thermally isolated bolometer on a micromachined silicon nitride (SiN) island (see Fig.1d). The microstrip
enters the thermally isolated island via a suspended SiN leg and terminates in a meandering resistive microstrip,
where the electromagnetic energy is dissipated and detected by a TES bolometer, deposited on the same island.
For more details on the SiN island design see Section 3. Each TES bolometer consists of Ti (Tc∼ 520 mK) and
Al (Tc∼ 1.34 K) connected in series. The Ti TES is used for science operations, the Al TES is used for optical
characterization under laboratory loading conditions, where the Ti TES saturates.
Four arrays are assembled together to make a focal plane, for a total of 256 dual-polarization elements at
150 GHz (see Fig.2a). The detector arrays are integrated with the SQUID time-domain multiplexer developed
at NIST9,10using the following scheme : each detector wafer, stacked with a λ/4 quartz anti-reflection wafer, is
mounted on a gold plated OFHC copper plate and connected to a printed circuit board, attached to the same
stage, via Al wire bonds. Detector signals are routed via Al traces on the printed circuit board to 33-element
NIST SQUID multiplexer (MUX) chips, attached to the same board (see Fig.2a/b). The first and second stage
SQUIDs are on the same MUX chip, cooled at the same temperature as the detectors. We use 16 MUX chips
to readout all the detectors on a focal plane. NIST Nyquist inductor (NYQ) chips are used in conjunction with
MUX chips to filter high frequency noise. The shunt resistors used to voltage bias11the TESs are fabricated
on the NYQ chips at NIST. MUX/NYQ chips are mounted on the printed circuit board using an intermediary
alumina carrier (see Fig.2c). Each detector wafer is held to the detector plate by beryllium-copper spring clips
fixed near the corners (see Fig.2b). A niobium λ/4 backshort is mounted on top of the detector plate/printed
circuit board assembly in Fig.2a, providing also shielding for MUX/NYQ chips. Radiation is coming from the
Figure 3. Left : The radiation is coming through the quartz anti-reflection wafers, visible in the picture through the
detector windows. Right : Close view of the horizontal corrugations on the detector windows.
opposite side, through the anti-reflection wafers from the detector arrays clear silicon side (see Figure 3 (left)).
In order to achieve a better magnetic shielding, and not have to worry about signal induced by spinning the
receiver in the earth’s field, a different focal plane assembly has been designed for SPIDER.12
The 4 detector arrays are readout on a 16 columns by 32 rows format using the multi-channel-electronics (MCE)13
developed at the University of British Columbia (UBC). There are 32 rows of detectors but 33 rows of multiplexer
channels due to the addition of a “dark” SQUID channel,10used to remove correlated low frequency noise in
the amplifier chain. Columns are defined by the MUX/NYQ chips, while rows are defined by the 33 first stage
SQUIDs, each inductively coupled to a TES (with the exception of the “dark” SQUID). We have one TES bias
line for each NYQ chip, where the 32 TESs of a given column are biased in series. Therefore we can bias all the
detectors on the focal plane using 16 bias lines, 4 for each detector array.
Each array has 4 “dark ” detectors, identical to the polarization sensitive ones, but with the microstrip
connection to the antenna broken. In addition to them, we mount one NTD thermistor on each detector wafer
for accurate monitoring of thermal fluctuations. We actively servo the focal plane temperature and we can
control the detector wafers temperature. Particular effort has been made to avoid thermal gradients between
the detector wafers and the copper plate. We use high conductivity z-cut crystal quartz for the anti-reflection
wafers and we add gold wire bonds (∼ 100 per edge) between 3 edges of each detector wafer and the gold plated
copper plate to improve thermal conductivity. Original heat sink bond pads on the detector wafers have been
replaced with a gold picture frame deposited directly on the silicon to increase the gold wires density.
As mentioned above, radiation is coming from the detector arrays clear silicon side through the anti-reflection
wafers. Figure 3 (left) shows the gold plated OFHC copper detector plate, with the 4 detector windows and the
4 anti-reflection wafers. Early engineering focal planes were suffering from poor optical performance near the
edges of the detector windows, showing low optical efficiencies and large A-B beam mismatch. We simulated
the effect of a metal edge on detectors A-B beams using a combination of CST Microwave Studio∗and GRASP†
simulation software. The best of all the geometries simulated was the case of horizontal corrugations on the
detector windows (Fig.3 (right)): the beams are still displaced by the metal edge, but the effect is symmetric
for the two polarizations, minimizing A-B beam mismatch. Simulations also showed that increasing the distance
between antenna and detector plate edge also decreases the edge-pixel interaction. We designed a more compact
detector array layout, reducing the spacing between pixel to pixel to increase the distance between pixel and
detector window and minimize the interaction. Both changes have been implemented on the BICEP2 science
grade focal plane deployed to the South Pole, improving optical performance near the edges.
Figure 4. (a) Original silicon nitride island and legs design. The niobium ground plane running under the gold meandered
resistor acts like a microstrip patch antenna, coupling radiation to the SiN island; (b) new island design (BICEP2): the
distance between niobium ground plane and SiN island is only 25µm and the niobium ground plane extends over the
support legs; (c) detailed view of the new SiN island for a BICEP2 device: the meandered gold resistor is on the left,
the TES bolometer on the right and a 2.5µm thick layer of gold is deposited between them to increase the detector’s
heat capacity; 3 holes had to be added to the island to avoid problems with the last fabrication process step (see text for
details); (d) In order to achieve the lower G required for SPIDER the SiN legs are similar, just longer, with a centered
meander. No additional gold layer is deposited between the gold meandered resistor and the TES.
3. DETECTOR DESIGN OPTIMIZATION
The main changes to the detector design consisted of: i) Redesigning the micromachined SiN island and suspended
SiN legs and ii) Increasing the detectors heat capacity for BICEP2/Keck . We also reduced the target thermal
conductivity for BICEP2/Keck by a factor ∼ 2 (to achieve Gc∼ 80 pW/K), taking advantage of the low and
stable atmospheric loading at the South Pole.
3.1 Mitigating radiative coupling to the SiN island
During early optical efficiency measurements on engineering grade focal plane the dark detectors on each detector
array were showing a large response to changes in optical loading. At first we interpreted that as a thermal
effect, due to an insufficient heat sinking of the wafers, caused by out-of-band radiation getting to the focal plane
through our filter stack. After improving the heat sinking of the detector arrays (see Section 2 ) and using NTD
thermistors and heaters to readout and control their temperature, we realized that the dark pixels response
to optical radiation was not a thermal effect. Measurements performed using a chopped thermal source, in
combination with low-pass edge filters14with different frequency cutoffs and a thick-grille filter, showed that the
dark pixels were detecting some amount of out of band radiation, with ∼ 90% of the “blue leak” at frequencies
lower than 450 GHz and about half of the “blue leak” at 220−270 GHz. The only possible explanation was that
radiation was coupling directly to the suspended SiN island. We simulated the current SiN island design (shown
in Fig.4a)) using CST Microwave Studio simulation software and it became evident that the niobium ground
plane running underneath the gold meandered resistor on the SiN island was acting like a microstrip patch
antenna, thus coupling radiation to the island. We simulated different possible solutions to this problem and
the best was to bring the niobium ground plane as close as possible to the SiN island. The resulting design for
BICEP2/Keck devices is shown in Fig.4b. All the SiN legs are now straight, the distance between SiN island and
niobium ground plane has been reduced to 25 µm and the niobium ground plane is deposited over the support
SiN legs. The island size is 310 µm × 150 µm and it hasn’t been modified. Great effort was required to solve
fabrication problems with the new design. The final step in the fabrication process is defining the thermally
isolated SiN membranes. After patterning the SiN, bare silicon is exposed in areas except where island and
legs will be. The exposed bare silicon is etched with a deep trench etcher, which cuts completely through the
500 µm thick silicon. In the last step a XeF2gas etch undercuts the silicon underneath island and legs. With
the new design we had to add 3 holes to the island (see Fig.4c) to minimize the XeF2etch time, allowing the
Si underneath the island to etch away at the same time the legs clear, without overetching and undercutting
the antenna. In order to achieve the lower G required for SPIDER the SiN legs are similar, just longer with a
centered meander, shown in Fig.4d.
After changing the island design the residual coupling measured on dark pixels is ∼ 1-2 % of the signal on the
‘light’ detectors at frequencies lower than 185 GHz. We also measure a residual ∼ 0.3% coupling on both dark
and light pixels at frequencies higher than 185 GHz.
3.2 Improving noise performance and stability
Time-domain multiplexing is a powerful tool to readout a large number of detectors, but the limited sampling
rate means that high frequency noise is aliased back into the signal band. The two main sources of high frequency
noise are SQUID noise and detector noise. We find that aliasing increases the SQUID noise level by a factor
∼ 8 - 10 ; however, this is a few times smaller than the detector noise on transition. High frequency intrinsic
detector noise is filtered with a Nyquist inductor to reduce the amount of in-band aliasing. The inductance has
to be large enough to avoid degradation due to aliasing, but still be small enough for detector bias stability.15
We have tested NYQ chips with inductances of 0.5 µH and 1.35 µH for both BICEP2 and SPIDER, measuring
noise spectra at different bias points on the Ti transition. We found that an inductance of 1.35 µH is the best
choice in order to not degrade sensitivity. However, BICEP2 devices’ time constants were fast enough that bias
instabilities (electro-thermal oscillations) would start at bias points high (> 0.7 Rn) on the superconducting
transition, making almost impossible to find a stable operating point for all the detectors sharing the bias on
each MUX column. SPIDER devices don’t have the same problem : the lower thermal conductivity makes the
thermal time constants slow enough that bias instabilities start only at bias points < 0.3 Rn.
The easiest way to solve this problem and meet our sensitivity requirements for BICEP2/Keck was to design
detectors with slower thermal time constants. We tried increasing the detectors heat capacity by adding a thick
layer of gold to the SiN island, between the TES and the gold meandered resistor. We fabricated test devices
implementing few different SiN island geometries and gold layer thicknesses and we tested them with the SQUID
multiplexer and 1.35 µH inductance NYQ chips. The best choice was to add a ∼ 2.5 µm thick gold layer on
the SiN island, covering all the surface available between the TES and the gold meandered resistor, as shown in
Fig.4c, thus increasing the detectors thermal time constant by a factor ∼ 3.
More details on noise performance measured for BICEP2 devices after optimizing NYQ inductance and detectors
time constant can be found in Brevik et al16in these proceedings.
4. ARRAYS PERFORMANCE
The detector arrays are fabricated in the Micro Devices Laboratory at JPL. Improvements in microfabrication
process steps7have made fabrication more and more reliable, reaching ∼ 99% yield for the BICEP2 science
focal plane. After fabrication the detector arrays are pre-screened at JPL performing extensive electrical checks,
looking for antenna shorts to ground. Only arrays with > 96% yield are integrated with MUX/NYQ chips into
science grade focal planes. Any further tests on SQUIDs and detectors are performed directly in BICEP2 and
in the SPIDER test cryostat using the time-domain SQUID multiplexer and the MCE. MUX chips are usually
pre-screened at NIST prior to assembly, performing SQUIDs critical current measurements at 4K. First stage
SQUIDs on each row of the 16 MUX chips on the focal plane share the bias, so it is very important to select MUX
chips with uniform critical currents per MUX row. Using the MCE we can then easily characterize SQUIDs by
measuring V -φ curves for each stage of the SQUID amplifier to find optimal operating points.17
4.1 Optical measurements
Optical measurements have been routinely performed in BICEP2, under laboratory loading conditions, looking
at thermal or coherent sources outside the dewar, and in the SPIDER test cryostat, under fliight-like loading
conditions, using a helium cold load cryostat bolted to the top of the dewar, presenting a cold blackbody source
Figure 5. BICEP2 measured end-to-end optical efficiencies: the average over the whole focal plane is ∼ 46% , with a
to the instrument (the temperature can be elevated to > 5K using a resistive heater).12BICEP2/Keck and
SPIDER share the refractive optics design, but employ different filtering schemes, having different requirements
in terms of total optical loading at the detectors. BICEP2 filter stack consists of two teflon blockers at 40K and
100K and a nylon blocker at 4K; a 8.3 cm−1low-pass edge metal mesh filter14has been added to the nylon at
4K before deployment. All these elements have been anti-reflection coated and optimized for transmission at
150 GHz (for more details on the BICEP2 optics see Aikin et al in these proceedings18). SPIDER’s filter stack
consists of 2 stacks of 4 metal-patterned mylar “IR shaders”19(at 20K and 100K) to reduce the IR loading on
the helium stage and anti-reflection coated low-pass edge metal mesh filters14at 20K, 4K, as well as just above
the focal plane at 1.6K. For more details on SPIDER’s instrument and optical performances see Runyan et al12
in these proceedings.
Optical efficiency is measured by taking load curves for the Al TES at different optical loadings, corresponding
(for BICEP2) to a beam-filling eccosorb cone at ambient (∼ 300K) and liquid nitrogen (∼ 77K) temperature. The
difference in saturation power corresponds to the difference in absorbed optical power. The end-to-end optical
efficiency is determined by comparing this change in saturation power to the expected optical power difference,
given by the Rayleigh-Jeans equation for one polarization (for a single-moded detector) : ∆P = kB∆Tν∆ν,
where kBis the Boltzmann constant, ν is the band center frequency , ∆ν is the spectral bandwidth and ∆T is
the temperature difference between the two loads. Figure 5 shows end-to-end optical efficiencies measured with
the BICEP2 science grade focal plane deployed to the South Pole. The average over the 4 detector arrays is
∼ 46%, with a standard deviation of ∼ 8%. The changes to detector arrays layout and detector plate described
in Section 2, as well as anti-reflection coating of all optical elements (lenses, filters and window), have greatly
improved the end-to-end optical efficiencies measured in BICEP2 during early engineering test runs.
Typical end-to-end optical efficiencies measured for SPIDER at 150 GHz are ∼ 36%.
Filters spectra have been measured with a Martin-Puplett interferometer for 150 GHz science grade arrays.
The design center frequency is 148 GHz, to better match the atmospheric transmission windows and avoid the
118 GHz oxygen line and the 183 GHz water line. Measured spectra (see Fig. 6) show that filter bands are
very well matched between the two orthogonally polarized devices (A and B) in each pixel pair, with an average
∼ 25% bandwidth.
Polarization efficiencies have been measured for the BICEP2 focal plane at the South Pole, using a linearly
polarized source in the far-field: the measured cross-polar leakage is ≤ 5 × 10−3.18
Figure 6. Typical spectra measured for a 150 GHz pixel pair. The red and blue curves show well matched pass bands for
the two orthogonally polarized devices on the same pixel, both independently normalized to unity.
4.2 Device parameters and arrays uniformity
Having achieved reproducible and uniform device parameters,6we decided to optimize target thermal conduc-
tivities, aiming to Gc∼ 20 pW/K for SPIDER and Gc∼ 80 pW/K for BICEP2/Keck (at Tc∼ 510−520 mK).
Tests performed on few engineering detector arrays confirmed we can achieve the new targets and easily opti-
mize performances with optical loading. For the BICEP2 science focal plane, having implemented all the design
changes described in Section 3 shortly before deployment to the South Pole, we haven’t characterized device
parameters with a dedicated dark run. However, we have measured device parameters (Tc, Gcand β) for the
dark pixels on each detector array. The average values for each array are listed in Table 1. We can see that 2
arrays seem to have a thermal conductance at the transition temperature higher than target.
Uniform device parameters and optical efficiencies are crucial to maximize the number of operational TESs
under a given optical loading. We have measured BICEP2 detectors saturation power (Psat) at the South Pole,
under a typical optical loading (same as science observations) and at a focal plane temperature of ∼ 0.280 K.
The measured values (calculated from detector load curves) are plotted in Fig. 7 (left) for each detector array.
Average values and standard deviations are listed in Table 1. We can see that uniformity over each array is
really good (∼ 12%), but Psathas a bimodal distribution, in agreement with the device parameters measured
for the dark pixels on the same arrays.
As described in Section 2, on each focal plane we have 16 TES bias lines, 4 for each detector array, so only the
32 detectors on each MUX column share the bias. Using detector parameters extracted from the load curves, we
can calculate the number of operational TESs for each MUX column at a given applied TES bias (we consider
a TES operational on transition if 0.4 Rn < Rtes< 0.95 Rn). The plot in Fig.7 (right) shows the fraction
of operational TESs as function of applied bias for 3 MUX columns on 3 different detector arrays (the other
12 columns are not plotted for clarity, they show similar distributions). It is evident that we can have 100% of
the detectors on each column operational on transition for a wide range of applied bias; columns with different
Table 1. Measured device parameters for the BICEP2 science focal plane: average Tc, Gc (dark pixels only) and average
saturation power (Psat), measured under typical optical loading at the South Pole. Average measured parameters are
listed for each detector array. In parenthesis next to the average Psat is the standard deviation.
Array Gc (pW/K)Tc (K)Psat@ Pole (pW)
14.8 (12%)1 132.0 0.525
2 134.00.505 13.8 (8%)
3 79.00.517 7.2 (12%)
474.0 0.5236.6 (12%)
Measured values are consistent with measured Gc listed in Table1. Right : fraction of TESs operational on transition at
at a given applied bias. We have one bias line for each MUX column, so we plot the fractions calculated for detectors
on different MUX columns (for clarity only 3 are shown). We can have 100% detectors on each column operational at
a wide range of applied bias and we can bias all the detectors on the focal plane by finding the optimum bias on a
Left : Histograms of measured Psat (pW) for each array on the BICEP2 focal plane (at the South Pole).
average Psat(shown in the plot) will just need a different applied bias to operate the TESs. Therefore during
science observations at the South Pole we can operate all the working detectors on the BICEP2 focal plane by
optimizing the applied bias on a column-by-column basis; thank to the good uniformity of device parameters
and optical efficiencies we have a wide margin on the choice of applied bias. This is very important in order to
optimize sensitivity, as the optimum bias selection is ultimately based on detectors noise properties and stability
on transition, made more complicated by aliasing. More details on detectors noise and optimum bias points
selection can be found in Brevik et al16in these proceedings.
5. FUTURE WORK
So far we have demonstrated good performances for science grade detector arrays at 150 GHz. BICEP2 has
deployed a first science focal plane to the South Pole in December 2009 and has been observing since February
2010. First results from BICEP2 observations of the main CMB field are reported in Ogburn et al4in these
Near field detector beam measurements (described in Aikin et al18in these proceedings) show a “beam-
steering” effect (beams are displaced from the center of the aperture) on edge pixels, one of the sources of
pontentially large systematic contamination for CMB data. This effect could be caused by a spatial variation
in the dielectric index of the planar phased antennas. We have started fabricating test arrays using different
dielectrics for microstrip/antenna, in order to find the material with the smallest dielectric index variation and
dielectric loss. Tests are currently underway and they will hopefully help improving optical performances of the
detector arrays soon to be fabricated for the Keck Array and SPIDER.
Three 150 GHz science focal planes for The Keck Array will be fabricated and tested in the next few months,
in order to be deployed to the South Pole by December 2010. Two 150 GHz science focal planes for SPIDER
will also be fabricated and tested, in preparation for an Antarctic flight in 2011. Electrical tests of 90 GHz
engineering grade arrays for SPIDER have been successful, optical tests will start soon.
We would like to thank the Gordon and Betty Moore Foundation, the National Aeronautics and Space Ad-
ministration, the JPL Research and Technology Development Fund and the W.M. Keck Foundation. We also
acknowledge NASA Postdoctoral Program support for Zak Staniszewski. Download full-text
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