Abstract
We report the status of the Cold Atom Lab (CAL) instrument to be operated aboard the International Space Station (ISS). Utilizing a compact atom chip-based system to create ultracold mixtures and degenerate samples of 87Rb, 39K, and 41K, CAL is a multi-user facility developed by NASA’s Jet Propulsion Laboratory to provide the first persistent quantum gas platform in the microgravity conditions of space. Within this unique environment, atom traps can be decompressed to arbitrarily weak confining potentials, producing a new regime of picokelvin temperatures and ultra-low densities. Further, the complete removal of these confining potential allows the free fall evolution of ultracold clouds to be observed on unprecedented timescales compared to earthbound instruments. This unique facility will enable novel ultracold atom research to be remotely performed by an international group of principle investigators with broad applications in fundamental physics and inertial sensing. Here, we describe the development and validation of critical CAL technologies, including demonstration of the first on-chip Bose–Einstein condensation (BEC) of 87Rb with microwave-based evaporation and the generation of ultracold dual-species quantum gas mixtures of 39K/87Rb and 41K/87Rb in an atom chip trap via sympathetic cooling.
Similar content being viewed by others
Introduction
The thermal, random motion of atomic gases fundamentally limits their free space measurement time and restricts their manipulation. Forty years of breakthroughs in the creation of ultracold quantum gases have resulted in standardized cooling techniques and technologies that are mature to the point of supporting large scale dedicated facilities,1,2,3 portable field-ready devices,4,5,6 and commercially offered components.7,8,9 In recent decades, national consortia and experimental groups seeking still colder temperatures and extended measurement times have successfully pushed ultracold atoms and related technologies into the free fall conditions of drop towers,10,11,12 zero-g airplanes,13,14 and sub-orbital launch vehicles.15,16,17,18 Here, two substantial benefits are realized. The first is access to a new parameter regime of quantum gases at picokelvin temperatures and ultra-low densities. Broadly, this is achieved by removing the asymmetric tilt that gravity introduces along one direction of the confining potential used to trap and cool atoms. It is then possible, for example, to decompress these traps far beyond what is achievable on the ground. Secondly, the wave nature of ultracold atoms released from these traps is the basis for inertial sensing atom interferometers, the precision of which scales as the square of their free space evolution time. Recent milestones of these ruggedized, autonomous devices operating in reduced gravity include the generation of Bose–Einstein condensates (BEC) and the demonstration of matter-wave interferometry.19 These pathfinders underline both the technical feasibility and the future potential for high-precision fundamental physics applications including searches for dark energy,20 quantum tests of Einstein’s equivalence principle,21,22 and long-baseline gravity wave detectors.23,24
The persistent free fall condition of low Earth orbit is recognized as the next natural destination for cold atom work to take advantage of microgravity. Proposals include both satellite-based missions21,25,26,27,28 and experiments to operate aboard the International Space Station (ISS).29,30,31,32,33,34 The ISS becomes particularly attractive when compared to a satellite mission both in terms of cost and the constant human presence, which enables instrument modifications and upgrades. Leveraging these advantages, the Cold Atom Lab (CAL) is designed to provide the first ultracold quantum gas experiment aboard the ISS by utilizing an apparatus developed, assembled, and qualified by NASA’s Jet Propulsion Laboratory (JPL).35 CAL is intended to operate as multi-user facility for principal investigators to remotely study ultracold and quantum degenerate samples of 87Rb, 39K, and 41K, including dual-species mixtures of Rb and K. In this article, we report the system development and test status of the CAL instrument, highlighting the successful production of dual species ultracold gases in CAL’s ground testbed facility.
Conceptually, the CAL system consists of three primary subsystems: the science module, electronics, and the laser and optical distribution system. In order to support reliability, repair, integration, and replacement of components, all three subsystems leverage commercially offered components in an architecture intended to be compact, simple, and modular. This modular design has not only allowed parallel development of different subsystems but also various versions of the same subsystem. In particular, CAL’s ground testbed currently supports multiple physics packages, which are based on a commercially available dual-cell vacuum chamber featuring an atom chip.36 CAL’s ground testbed has also developed two distinct “science modules,” the project designation for physics packages prepared specifically in the flight configuration of robustly integrated optics, magnetic coils, two CMOS cameras, microwave and radio frequency (RF) emitters, a water-based cooling loop, and magnetic shields. Details of the science module and physics package can be found in the “Materials and Methods” section of this paper. This modular architecture also allows more readily available prototype/ground support systems of optics and electronics to test the functionality of the science modules during development of the flight models. Specifically, all degenerate and ultracold atom results reported in this article use the flight science module, flight equivalent lasers/optical fibers, and ground support electronics as the flight electronics were finalized. The electronics described in Materials and Methods reflect these ground versions.
Results
We have successfully produced degenerate samples of 87Rb and 41K in addition to nearly degenerate 39K in the atom chip magnetic trap within CAL’s flight science module. Beginning with the loading of the atom chip trap from dual species 87Rb/39K or 87Rb/41K in 3D and 2D magneto-optical traps (MOTs), the production of a 87Rb BEC follows using either RF or microwave-induced evaporation though the selective rejection of the most energetic 87Rb atoms via transfer from the low magnetic field-seeking |F = 2, mF = 2〉 state to a high-field-seeking, anti-trapped state. As described in the section “Materials and Methods,” our procedure loads a limited number of K atoms into the chip trap and cannot afford the atom losses inherent to removing the hottest potassium atoms through a direct evaporative process. Instead, we evaporate only 87Rb, which in turn sympathetically cools trapped potassium. This cooling is accomplished specifically with a microwave evaporation scheme, transferring the most energetic |22〉 87Rb to the anti-trapped |11〉 state, a state transition that is separated by more than 6.8 GHz.37,38,39,40,41,42,43,44,45 Because the spacing of the similar hyperfine states in 41K and 39K are 254 MHz and 462 MHz, respectively, microwave signals at 6.8 GHz address only 87Rb. This is in contrast to a more typical RF evaporation scheme, which instead operates on states with frequency spacings that are almost exactly the same in 87Rb and either species of bosonic potassium, specifically transitioning trapped |22〉 atoms to the more weakly trapped |21〉 state before arriving at the non-magnetic |20〉 state or anti-trapped |2−1〉 state. However, it follows that microwave evaporation yields the comparative disadvantage of not immediately removing any |21〉 87Rb atoms, should they also exist in the trap. The source of the |21〉 impurity during microwave evaporation of |22〉 87Rb has been suggested to result from either inelastic spin-changing collisions37,39 or an ejected |11〉 atom moving to a point of higher magnetic field where the microwave knife becomes resonant with the |11〉 to |21〉 transition.38,40,44 Consistent with either of these possible cases is that the |21〉 impurity is observed to emerge during the evaporation process, and not simply as the result of inefficient optical pumping. If not addressed, these |21〉 atoms can act as an additional heat load to be sympathetically cooled or potentially remove potassium atoms via energy released from interspecies collisions that do not conserve electronic spin states. Our microwave evaporation protocol incorporates five linear frequency ramps that at low temperatures are interspersed with brief clearing stages at a second fixed frequency (6.846 GHz) resonant with the 87Rb |21〉 to |11〉 transition at the 8.4 G trap bottom to recurrently remove the unwanted |21〉 atoms. Beginning 60 MHz above the bare hyperfine transition at 6.834 GHz, these five ramps together last a total of 1.5 s, with up to one hundred equally spaced jumps to 6.846 GHz.
Following evaporation, we decompress the trap via a 70% reduction of the the bias fields in 100 ms before release and imaging. Initial results of sympathetically cooling 39K with 87Rb yield 39K temperatures of 170 nK with 1.1 × 104 atoms and a phase space density (PSD) of 0.6. For illustrative purposes, Fig. 1 shows a higher temperature/atom number example through five stages of evaporation. Additionally, our system has cooled 41K to degeneracy, with current results yielding an 11% condensate fraction out of 4200 total atoms at 76 nK and a PSD of 3.5. The larger collisional cross section of 41K/87Rb compared to 39K/87Rb increases not only the comparative evaporation efficiency, but also yields more effective sympathetic cooling during the initial loading of the magnetic quadrupole trap. Repeating the above procedure without loading potassium produces 87Rb BECs with 3 × 104 total atoms and a condensate fraction of 10%, comparable to the performance of our 87Rb BECs formed using standard RF evaporation (5 × 104 atoms with 10% BEC fraction). To the best of our knowledge, these results mark the first use of an atom chip to evaporate 87Rb to condensation using microwaves, sympathetically cool either bosonic potassium isotope, and produce degenerate 41K.
While the first group to demonstrate interspecies sympathetic cooling to a BEC did not include techniques to directly remove |21〉 87Rb atoms,43 their subsequent implementation of a countermeasure against the |21〉 state increased evaporation efficiency to allow the first mixture of dual species BECs.45,46 All later implementations of 87Rb microwave evaporation have incorporated an additional frequency targeting the |21〉 atoms throughout the entire evaporation ramp, either continuously operating38,39,40,41,42,43,44,45 or repeatedly pulsed.37 As noted, CAL employs a variation of the latter technique. However, at higher temperatures, we find it is possible to evaporate sufficiently with only a single frequency. We note that this is due to a combination of two effects that exist for |21〉 and |22〉 atoms simultaneously confined in a harmonic magnetic trap with trap bottom B0. First, a |21〉 population is more weakly coupled to the magnetic field, experiences a looser confinement, and when thermal equilibrium is assumed, forms a larger cloud compared to a |22〉 population. Secondly, a |21〉 atom at the same magnetic field as a |22〉 atom requires a lower frequency microwave field to evaporate to the |11〉 state. Quantitatively, it is easily shown for this case that if a |22〉 atom with total energy E relative to its trap bottom can climb the trap wall to a magnetic field of B, related by E = mF gL μB(B − B0) where μB is the Bohr magneton and gL is the Landé g-factor, then a |21〉 atom with the same total energy E can reach a higher magnetic field given by 2B − B0. If the most energetic |22〉 atoms reach B, a microwave field with frequency ωhf + 3BμB/(2ℏ), where ωhf/2π is the zero field 87Rb hyperfine splitting, is required to transition them to the |11〉 state. Comparison to the frequency that evaporates the most energetic |21〉 atoms, given by ωhf + (2B − B0)μB/ℏ, yields a critical microwave frequency, ωc = ωhf + 3B0μB/ℏ, above which a single frequency is sufficient to evaporate |22〉 atoms while still decreasing the |21〉 population, but below which a second frequency becomes necessary to remove the remaining |21〉 impurity (Fig. 2). Similarly, there is also a critical total energy of a trapped atom in either state relative to its respective trap bottom given by μBB0. Following this simplified model, a harmonic magnetic trap with a higher trap bottom would therefore have a relatively larger region where two frequencies are necessary for efficient microwave evaporation.
Discussion
Following the work presented here, one science module will remain at JPL facilities for PI-specific experiment development and further optimization of dual species quantum gas production, while the primary science module is integrated into the fight instrument for acceptance testing and final ground verification as an autonomous instrument before delivery to the launch site. Following CAL’s arrival at the ISS, there will be an initial installation phase by the onboard crew, including its first power up and basic communication tests between the instrument and the Ground Data System (GDS). In the subsequent commissioning phase, the flight system performance will be tested and optimized for microgravity with the option of data downlinked to the GDS in real time. In the nominal operation phase, the CAL instrument will be run with a duty cycle of 1 min for up to 8 h per day during crew sleep, to minimize vibrations. These operations will be conducted through a collaboration of the CAL PIs and the CAL team based at JPL, with each PI allocated schedule for their experiments to be run. The proposed research will investigate applications of atom interferometry for future precision measurements in the areas of Earth observation and fundamental physics,47,48 Feshbach resonances to control differential center-of-mass distributions of dual-species quantum gas mixtures,49,50 bubble-shell geometries for Bose–Einstein condensates,51 as well as few-body systems in new temperature and density regimes that are prerequisites for the next generation of Efimov experiments.52 After the conclusion of these experiments, the instrument will either enter a decommissioning phase or, through the use of orbital replacement units, receive novel, upgraded capabilities for extended mission operation and new microgravity experiments of advancing scope and complexity.
Materials and methods
Science module
The physics package resides inside CAL’s science module, which also houses all the hardware that maintains the appropriate local environment of magnetic fields, electromagnetic fields (optical, RF and microwave), as well as thermal and mechanical stability (Fig. 3). Forming the outer boundary of the science module is a dual layer magnetic shield, which mitigates the significant and regularly modulated external magnetic fields experienced on the ISS. A bulkhead on the side of shield holds all necessary optical, electrical and thermal feedthroughs for the physics package, including the water cooling loop, seven optical fibers (780 nm cooling, 780 nm repump, 767 nm cooling and repump, imaging, optical pumping, 2D-MOT push, and Bragg beam), power for the magnetic coils, atom chip currents, alkali metal dispensers, ion pump, two cameras (plus datalinks), and RF/microwave signals.
CAL’s physics package (Fig. 3a) is based on ColdQuanta’s commercially offered RuBECi vacuum chamber,7,36 modified for flight and CAL-specific science objectives. These modifications include a second atomic source for potassium, specialized anti-reflective coatings, a unique configuration of atom chip conductive paths, as well as features for improved electrical, thermal, and mechanical integrity. The physics package consists of a dual glass-cell vacuum chamber, with one cell (source cell) housing two 12 mm alkali metal dispensers (AMD, SAES) and a non-evaporable getter (NEG, SAES ST175), while the second (science cell) holds an ultra-high vacuum with an atom chip forming its ceiling. In order to maintain pressures below 10−10 Torr in the science cell, a miniaturized 2 L/s ion pump and a second NEG are implemented in a six-flange stainless steel vacuum intersection. The source cell is surrounded by four rods lined with permanent magnets for the production of overlapped dual species 2D-MOTs. A smooth silicon chip with a 0.75 mm diameter pinhole provides differential pumping with the science cell. This pinhole also allows the propagation of cold atoms from the 2D-MOT in the source cell to the 3D-MOT in the science cell. A push beam is directed along the axis of this pinhole from below the source cell, while partial reflection of this beam’s edges from the silicon surface additionally boosts the loading rate of the 3D-MOT.36,53
The CAL science cell is surrounded by ten rectangular-shaped magnetic coils, housed in an anodized aluminum structure that couples to the water cooling loop via eight thermal straps. These enclosed coils produce the fields necessary for the MOT, magnetic transport, transfer into a chip trap, and tuning near Feshbach resonances. The coils are capable of generating magnetic bias fields along each Cartesian axis. Along the x-axis, independent coil control allows anti-Helmholtz configurations for magnetic trapping gradients. Two separate pairs of vertically offset x-coils translate the zero-field position from the MOT location to the atom chip. Incorporated into these upper x-coils (the transfer coils) are two turns of wires designated as the fast Feshbach coils (FFC). In conjunction with the transfer coils in Helmholtz configuration (producing up to 325 G), the FFC ramps the x-bias field by 3G within 50 μs. The upper side of the coil housing attaches to a breakout board for electrical connections to the atom chip, a microwave antenna, and a RF antenna. This breakout board also concentrically secures these loop-style antennas a few mm above the atom chip (Fig. 5).
Within the science cell, we have obtained a 10 s lifetime in the tight trap used for forced evaporation, where (ωx, ωy, ωz) = 2π × (300, 1450, 1490) and a variable hold time is introduced following three evaporation stages. A variable hold time in the same trap following BEC production yields a condensate lifetime of 2 s. Limitations to the trap lifetime result from noise on the current drivers sourcing the currents for the magnetic trap (both the chip traces and coils) and vacuum quality. The flight electronics exceed the performance of ground-use commercial chip current drivers, as the ground chip drivers achieve a lifetime of 8 s in the same configuration. We find that the lifetime is strongly influenced by the operation of the dispensers within the source cell, although any related change in vacuum quality is below the range of the ion pump gauge. Continuous operation of both dispensers will gradually degrade the lifetime over a period of 8 hours, with nominal performance routinely restored after 16 hours of off time.
External to the physics package and coil housing is an aluminum structure that provides mechanical stability for collimators, mirrors, and two cameras relative to the physics package. Each camera is a compact CMOS unit (Basler ACE acA2040-180 kmNIR) with 2048 × 2048 pixels, 5.5 μm pixel size, a quantum efficiency of 35%, and a dynamic range of 10 Bits. Both cameras are thermally strapped to the water cooling loop. We label the camera positioned to the side of the science cell that views the y–z plane perpendicular to chip surface as the “side camera,” and the camera secured with imaging optics above a 3 mm circular window integrated into the chip surface as the “through-chip camera.” For a typical trapped cloud located a few hundred microns below the atom chip surface, the diameter of this window provides a potential numerical aperture up to 0.9.54 The MOT beam collimators are provided by Schäfter + Kirchhoff and feature a titanium housing in addition to integrated clean up polarizers and quarter wave plates. Four of these collimators produce 12 mm-diameter beams for the 3D-MOT and side camera imaging, and two more collimators at the level of the source cell produce 2D-MOT beams with an elliptical cross section of 12 mm by 24 mm. Opposite the 2D- and 3D-MOT beam collimators are retro-reflecting mirrors, doubling the respective powers as seen by the atoms. As shown in Fig. 4, the optical distribution system provides the same cooling and repump frequencies for each species to both the 2D- and 3D-MOTs. A 4 mm diameter collimator at the bottom of the source cell directs a vertical beam through the center of the physics package to serve as either the push beam or the absorption imaging beam for the through-chip camera. In order to provide efficient optical pumping, an additional dedicated output coupler and quarter wave plate on the side of the science cell produces a slightly diverging beam that is roughly 1 cm in diameter at the location of the atoms.
Laser and optical distribution system
The optical distribution system of CAL, on the ground and in flight, is based on commercially available lasers and components to create an all optical fiber-based distribution system (Fig. 4). We operate one laser system for both bosonic potassium isotopes at 766.701 nm, and an additional system for 87Rb at 780.24 nm. Laser cooling light is sourced by external cavity diode lasers (New Focus Vortex Plus) with a ruggedized design for flight. Each laser features an internal 30 dB optical isolator and pigtailed optical fiber output coupler. The output light is guided through single-mode polarization maintaining fibers (Corning PM 850) and fiber splitter arrays from Evanescent Optics.
For each atomic element, we use three separate lasers and a tapered amplifier (TA, New Focus TA-7600). One reference laser is stabilized to a temperature-controlled vapor cell module (Vescent D2-210) via saturated absorption spectroscopy. The other two lasers are stabilized via frequency offset locks to the D2 cooling and repump transitions. In addition to the lasers’ internal isolators, a pigtailed isolator from Thorlabs provides another 30 dB of isolation from any light back-coupled downstream of the TA input. Both TA outputs are distributed via fiber splitters and switches, providing light for 2D- and 3D- MOTs, absorption imaging, and optical pumping. All frequency adjustments are made by controlling the relative frequencies of the offset locks. While these TAs are capable of outputs up to 0.5 W, they are set to operate between 250 mW and 400 mW, for K and Rb, respectively.
Electronics
The presently reported results utilized ground support equipment (GSE) to power and control the flight science module, in parallel with the integration of CAL’s flight electronics and software. For GSE laser operation, we use New Focus TLB-6700 tunable laser controllers, with Vescent Photonics D2-135 offset phase lock servos and a D2-125 servo providing the reference frequency lock. The TAs are each run by a New Focus TA-7600 tampered amplifier controller. The drivers for both Leoni and Agiltron fiber switches are integrated within the switch assemblies. Currents to the magnet coils are sourced from Kepco bipolar power supplies, while currents for the atom chip traces come from ColdQuanta’s two-channel atom chip driver. RF and microwave sources are shown in Fig. 5. Finally, experimental timing is accomplished with ColdQuanta's commercial computer control system. CAL’s full flight system incorporates electronics designed and tested by JPL engineers specifically for ISS compatibility.
Dual-species 87Rb-39,41K 2D MOT atomic source, 3D MOT, and atom chip transfer procedures
Because complexity and size of the CAL instrument is reduced through the use of an all fibered distribution system, digital switches, a single tapered amplifier for each species, and overlapped MOTs, our potassium cooling strategy differs from other established techniques. We forego the sub-doppler cooling methods that require higher laser power and variable, independent intensity control of each K beam,55,56 as well as the direct K evaporation methods that rely on an optical trap.42 Instead, the primary goal of our laser cooling procedure is to maximize the amount of rubidium to sympathetically cool the available potassium.
The prioritized laser cooling of 87Rb closely follows the recipe described in Ref. 36 with K frequencies adjusted to minimize losses and heating. Once the parameters for the simultaneous loading of Rb and K into the chip trap were found, returning to the most efficient loading of Rb alone required only minor adjustments to bias fields. However, the absolute atom number and temperature is more favorable when loading Rb alone (accomplished simply by shuttering the K light sources), owing mostly to the light induced collisions in the dual species MOT. We therefore summarize our loading of the chip trap assuming the presence of both Rb and K. Generally, we also find that very similar powers and detunings from the respective cooling and repump transitions work equally well for 41K and 39K.
We begin dual species MOT loading by initially applying rubidium light only. Both dispensers in the source cell are continuously operated at approximately 2.2–2.8 A, saturating the 87Rb 3D-MOT within 1 s. The dual species 2D-MOT achieves an atomic flux on the order of 109 atoms/s for 87Rb and 108 for 39K. In order to limit the heating due to light assisted collisions, we unshutter the K light to load 41K or 39K on top of the rubidium during the last second of this loading phase. Our loading frequencies for 87Rb cooling and repump light are −1.5 Γ and −2.4 Γ, respectively, while the K cooling light operates at −4.8 Γ with the K repump light set at −3.4 Γ. After the dual-species MOT loading, we shutter the push beams and compress each MOT by increasing the field gradient by a factor of 2.8 from 13 G/cm and simultaneously ramping the 87Rb cooling frequency from −4.8 Γ to −13.2 Γ over the course of 25 ms, while the 87Rb repump light moves from its MOT loading value to −9.1 Γ. Here, the K cooling light also ramps slightly from −3.7 Γ to −3.2 Γ while its repumper remains fixed at −3.3 Γ. Next, we effectively zero the magnetic field for 2.3 ms of polarization gradient cooling of 87Rb, further detuning the 87Rb cooling to −28 Γ while the 87Rb repump light is placed at −3.3 Γ. Though we are unable to execute a parallel potassium sub-Doppler cooling protocol55,56 due to fixed optical intensity, we do observe a drop in the potassium temperature during this stage by sweeping its cooling light from −2.5 Γ to −1.8 Γ and fixing its repump at −2.6 Γ. Lastly, over the course of 2 ms, we optically pump Rb and K to their respective |22〉 state with 2 mW (per species) of circularly polarized light in preparation for the remaining stages of magnetic trapping. This optical pumping stage increases the number of trapped atoms by roughly a factor of 2.5. After obtaining a polarized sample, all light is shuttered while the MOT coil fields snap back on to form a magnetic quadrupole trap with a 100 G/cm field gradient at a position approximately 20 mm below the atom chip surface. The atoms are then transported to the chip by turning on the second, vertically offset pair of transfer coils to 100 G/cm while simultaneously relaxing the quadrupole trap formed by the MOT coils. The large overlap of the MOT coils and the transfer coils minimizes heating during this transport away from the MOT region. In contrast, our chip trap is non-adiabatically loaded from the quadrupole of the transfer coils using a throw and catch method. The transfer currents are chosen to match the gradient that will be formed by the final chip trap as closely as possible, before we immediately switch the transfer currents from a gradient configuration to a bias in the x-direction as fast as the inductance of the coils allows. This field is combined with bias fields in the y- and z-directions, and atom chip currents of 3.2 A in the main Z-trace plus 0.362 A in the dimple trace,36 producing a trap with trapping frequencies of (ωx, ωy, ωz) = 2π × (207, 967, 1050) Hz for rubidium, (ωx, ωy, ωz) = 2π × (310, 1450, 1570) for potassium, and a trap bottom of 8.4 G.
Data availability
All relevant data are available from the authors.
References
Kovachy, T. et al. Quantum superposition at the half-metre scale. Nature 528, 530–533 (2015).
Geiger, R. et al. Matter-wave laser interferometric gravitation antenna (MIGA): new perspectives for fundamental physics and geosciences. arXiv:1505.07137 (2015).
Zhou, L. et al. Development of an atom gravimeter and status of the 10-meter atom interferometer for precision gravity measurement. General. Relativ. Gravit. 43, 1931 (2011).
Bidela, Y. et al. Compact cold atom gravimeter for field applications. Appl. Phys. Lett. 102, 144107 (2013).
Freier, C. et al. Mobile quantum gravity sensor with unprecedented stability. J. Phys. Conf. Ser. 723, 12050 (2016).
Lautier, J. et al. Hybridizing matter-wave and classical accelerometers. Appl. Phys. Lett. 105, 144102 (2014).
Cold Quanta http://www.coldquanta.com/ (2017).
Muquans http://www.muquans.com/ (2017).
AOSense http://aosense.com/ (2017).
Muntinga, H. et al. Interferometry with Bose–Einstein condensates in microgravity. Phys. Rev. Lett. 110, 093602 (2013).
van Zoest, T. et al. Bose–Einstein condensation in microgravity. Science 328, 1540 (2010).
Kulas, S. et al. Miniaturized lab system for future cold atom experiments in microgravity. Microgravity Sci. Technol. 29, 37 (2017).
Stern, G. et al. Light-pulse atom interferometry in microgravity. Eur. Phys. J. D. 53, 353–357 (2009).
Barret, B. et al. Dual matter-wave inertial sensors in weightlessness. Nat. Commun. 7, 13786 (2016).
Altenbuchner, L. et al. MORABA—overview on DLR’s mobile rocket base and projects. In SpaceOps 2012 Conference Proceedings (2012).
Schkolnik, V. et al. A compact and robust diode laser system for atom interferometry on a sounding rocket. Appl. Phys. B 122, 1–8 (2016).
Lezius, M. et al. Space-borne frequency comb metrology. Optica 3, 1381–1387 (2016).
Dinkelaker, A. N. et al. Autonomous frequency stabilization of two extended-cavity diode lasers at the potassium wavelength on a sounding rocket. Appl. Opt. 56, 1388–1396 (2017).
MAIUS 1—first Bose–Einstein Condensate Generated in Space. http://www.dlr.de/dlr/en/desktopdefault.aspx/tabid-10081/151_read-20337/gallery/25194/#/gallery/25194 (2017).
Elder, B. et al. Chameleon dark energy and atom interferometry. Phys. Rev. D. 94, 044051 (2016).
Aguilera, D. N. et al. STE-QUEST-test of the universality of free fall using cold atom interferometry. Class. Quantum Grav. 31, 115010 (2014).
Dimopoulos, S., Graham, P. W., Hogan, J. M. & Kasevich, M. A. Testing general relativity with atom interferometry. Phys. Rev. Lett. 98, 111102 (2007).
Graham, P. W., Hogan, J. M., Kasevich, M. A. & Rajendran, S. New method for gravitational wave detection with atomic sensors. Phys. Rev. Lett. 110, 171102 (2013).
Dimopoulos, S., Graham, P. W., Hogan, J. M., Kasevich, M. A. & Rajendran, S. Gravitational wave detection with atom interferometry. Phys. Lett. A 678, 37 (2009).
HYPER: Hyper precision atom interferometry in space, ESA CDF-09, 2000.
Hogan, J. M. et al. An atomic gravitational wave interferometric sensor in low earth orbit (agis-leo). General. Relativ. Gravit. 43, 1953–2009 (2011).
Oi, D. K. L. et al. Nanosatellites for quantum science and technology. Contemp. Phys. 58, 25–52 (2017).
Schuldt, T., Schubert, C. & Krutzik, M. Design of a dual species atom interferometer for space. Exp. Astron. 39, 167–206 (2015).
Heß, M. et al. The ACES mission: system development and test status. Acta Astronautica 69, 929–938 (2012).
Bongs, K. et al. Development of a strontium optical lattice clock for the soc mission on the ISS. Comptes Rendus Physique 16, 553–564 (2015).
Tino, G. et al. Precision gravity tests with atom interferometry in space. Nucl. Phys. B - P S 243-244, 203–217 (2013).
Kaltenbaek, R. et al. Macroscopic quantum resonators (MAQRO). Exp. Astron. 34, 123–164 (2012).
Cacciapuoti, L. & Salomon, C. Atomic clock ensemble in space. J. Phys. Conf. Ser. 327, 012049 (2011).
Williams, J. R., Chiow, S.-W., Yu, N. & Müller, H. Quantum test of the equivalence principle and space-time aboard the international space station. New J. Phys. 18, 025018 (2016).
Thompson, R. Science envelope requirements document (SERD) for cold atom laboratory. Tech. Rep. Jet Propulsion Laboratory (2013).
Farkas, D. M., Salim, E. A. & Ramirez-Serrano, J. Production of rubidium Bose–Einstein condensates at a 1 Hz rate. arXiv:1403.4641v2 (2014).
Silber, C. et al. Quantum-degenerate mixture of fermionic lithium and bosonic rubidium gases. Phys. Rev. Lett. 95, 170408 (2005).
Wang, P., Xiong, D., Fu, Z. & Zhang, J. Experimental investigation of evaporative cooling mixtue of bosonic 87Rb and fermionic 40K atoms with microwave and radio frequency radiation. Chin. Phys. B 20, 016701 (2011).
Marzok, C., Deh, B., Courteille, P. & Zimmermann, C. Ultracold thermalization of 7Li and 87Rb. Phys. Rev. A 76, 052704 (2007).
Haas, M. et al. Species-selective microwave cooling of a mixture of rubidium and caesium atoms. New J. Phys. 9, 147 (2007).
Taglieber, M., Voigt, A., Aoki, T., Hänsch, T. & Dieckmann, K. Quantum degenerate two-species fermi–fermi mixture coexisting with a Bose–Einstein condensate. Phys. Rev. Lett. 100, 010401 (2008).
Campbell, R. et al. Efficient production of large 39K Bose–Einstein condensates. Phys. Rev. A 82, 063611 (2010).
Modugno, G. et al. Bose–Einstein condensation of potassium atoms by sympathetic cooling. Science 294, 1320 (2001).
Xiong, D., Wang, P., Chen, H. & Zhang, J. Species-selective microwave cooling of a mixture of rubidium and caesium atoms. Chin. Opt. Lett. 8, 351 (2010).
Modugno, G., Modugno, M., Riboli, F., Roati, G. & Inguscio, M. Two atomic species superfluid. Phys. Rev. Lett. 89, 170406 (2002).
Roati, G. Quantum degenerate potassium–rubidium mixtures. Ph.D. thesis, Universitegli Studi di Trento (2003).
Bigelow, N. Consortium for Ultracold Atoms in Space. https://taskbook.nasaprs.com/Publication/index.cfm?action=public_query_taskbook_content&TASKID=10085 (2015).
Sackett, C. Development of Atom Interferometry Experiments for the International Space Station’s Cold Atom Laboratory. https://taskbook.nasaprs.com/Publication/index.cfm?action=public_query_taskbook_content&TASKID=11097 (2017).
Williams, J. Fundamental Interactions for Atom Interferometry with Ultracold Quantum Gases in A Microgravity Environment. https://taskbook.nasaprs.com/Publication/index.cfm?action=public_query_taskbook_content&TASKID=11101 (2017).
D’Incao, J. P., Krutzik, M., Elliott, E. & Williams, J. R. Enhanced association and dissociation of heteronuclear feshbach molecules in a microgravity environment. Phys. Rev. A 95, 012701 (2017).
Lundblad, N. Microgravity Dynamics of Bubble-Geometry Bose–Einstein Condensates. https://taskbook.nasaprs.com/Publication/index.cfm?action=public_query_taskbook_content&TASKID=11095 (2017).
Cornell, E. Zero-G Studies of Few-body and Many-body Physics. https://taskbook.nasaprs.com/Publication/index.cfm?action=public_query_taskbook_content&TASKID=11096 (2017).
Dieckmann, K., Spreeuw, R. J. C., Weidemüller, M. & Walraven, J. T. M. Two-dimensional magneto-optical trap as a source of slow atoms. Phys. Rev. A 58, 3891 (1998).
Salim, E. A., Caliga, S. C., Pfeiffer, J. B. & Anderson, D. Z. High resolution imaging and optical control of Bose–Einstein condensates in an atom chip magnetic trap. Appl. Phys. Lett. 102, 084104 (2013).
Gokhroo, V., Rajalakshmi, G., Easwaran, R. K. & Unnikrishnan, C. S. Sub-doppler deep-cooled bosonic and fermionic isotopes of potassium in a compact 2D+-3D MOT set-up. J. Phys. B At. Mol. Opt. Phys. 44, 115307 (2011).
Landini, M. et al. Sub-doppler laser cooling of potassium atoms. Phys. Rev. A 84, 043432 (2011).
Acknowledgements
We gratefully acknowledge the support of CAL Project Manager Robert Shotwell, CAL Deputy Project Manager Kamal Oudrhiri, JPL’s Communications Architectures & Research Section Manager Norman Lay, JPL’s Quantum Sciences and Technology Group Supervisor Nan Yu, along with the entire CAL team. We thank Tyler Winn, Ken Muse, James Kellogg, Dmitry Strekalov, James Kohel, Sascha Kulas, and Emmanuel Decrossas for technical support in the ground testbed. We also express our deepest appreciation for the long-term support and vision of Mark Lee, senior program scientist for fundamental physics in NASA’s Division of Space Life and Physical Sciences Research and Applications. This work was carried out at the Jet Propulsion Laboratory, California Institute of Technology, under a contract with the National Aeronautics and Space Administration. CAL is supported by NASA’s Space Life and Physical Sciences and The International Space Station Program Office. Government sponsorship is acknowledged. © 2018 All rights reserved.
Author information
Authors and Affiliations
Contributions
D.C.A. led ground testbed planning, construction, development, and flight science module integration. D.C.A., E.R.E., M.C.K., and J.R.W. were responsible for hardware modification, daily experimental operation, optimization, and data acquisition. E.R.E. analyzed the associated data and prepared the manuscript with M.C.K. R.J.T. proposed the experiment and coordinated with principal investigators as CAL project scientist. All authors read, edited, and approved the final manuscript.
Corresponding author
Ethics declarations
Competing interests
The authors declare no competing interests.
Additional information
Publisher's note: Springer Nature remains neutral with regard to jurisdictional claims in published maps and institutional affiliations.
Rights and permissions
Open Access This article is licensed under a Creative Commons Attribution 4.0 International License, which permits use, sharing, adaptation, distribution and reproduction in any medium or format, as long as you give appropriate credit to the original author(s) and the source, provide a link to the Creative Commons license, and indicate if changes were made. The images or other third party material in this article are included in the article’s Creative Commons license, unless indicated otherwise in a credit line to the material. If material is not included in the article’s Creative Commons license and your intended use is not permitted by statutory regulation or exceeds the permitted use, you will need to obtain permission directly from the copyright holder. To view a copy of this license, visit http://creativecommons.org/licenses/by/4.0/.
About this article
Cite this article
Elliott, E.R., Krutzik, M.C., Williams, J.R. et al. NASA’s Cold Atom Lab (CAL): system development and ground test status. npj Microgravity 4, 16 (2018). https://doi.org/10.1038/s41526-018-0049-9
Received:
Revised:
Accepted:
Published:
DOI: https://doi.org/10.1038/s41526-018-0049-9
This article is cited by
-
Pathfinder experiments with atom interferometry in the Cold Atom Lab onboard the International Space Station
Nature Communications (2024)
-
The space cold atom interferometer for testing the equivalence principle in the China Space Station
npj Microgravity (2023)
-
Low-dimensional quantum gases in curved geometries
Nature Reviews Physics (2023)
-
Quantum gas mixtures and dual-species atom interferometry in space
Nature (2023)
-
Present status and future challenges of non-interferometric tests of collapse models
Nature Physics (2022)