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Dive into the research topics where T.A. Pasquini is active.

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Featured researches published by T.A. Pasquini.


Physical Review Letters | 2004

Atom interferometry with Bose-Einstein condensates in a double-well potential

Yong-il Shin; Michele Saba; T.A. Pasquini; Wolfgang Ketterle; David E. Pritchard; Aaron E. Leanhardt

A trapped-atom interferometer was demonstrated using gaseous Bose-Einstein condensates coherently split by deforming an optical single-well potential into a double-well potential. The relative phase between the two condensates was determined from the spatial phase of the matter wave interference pattern formed upon releasing the condensates from the separated potential wells. Coherent phase evolution was observed for condensates held separated by 13 microm for up to 5 ms and was controlled by applying ac Stark shift potentials to either of the two separated condensates.


Physical Review Letters | 2007

Long Phase Coherence Time and Number Squeezing of Two Bose-Einstein Condensates on an Atom Chip

Gyu-Boong Jo; Yong-il Shin; Sebastian Will; T.A. Pasquini; Michele Saba; Wolfgang Ketterle; David E. Pritchard; Mukund Vengalattore; Mara Prentiss

We measure the relative phase of two Bose-Einstein condensates confined in a radio frequency induced double-well potential on an atom chip. We observe phase coherence between the separated condensates for times up to approximately 200 ms after splitting, a factor of 10 longer than the phase diffusion time expected for a coherent state for our experimental conditions. The enhanced coherence time is attributed to number squeezing of the initial state by a factor of 10. In addition, we demonstrate a rotationally sensitive (Sagnac) geometry for a guided atom interferometer by propagating the split condensates.


Physical Review A | 2005

Interference of Bose-Einstein condensates split with an atom chip

Yong-il Shin; Christian Sanner; Gyu-Boong Jo; T.A. Pasquini; Michele Saba; Wolfgang Ketterle; David E. Pritchard; Mukund Vengalattore; Mara Prentiss

We have used a microfabricated atom chip to split a single Bose-Einstein condensate of sodium atoms into two spatially separated condensates. Dynamical splitting was achieved by deforming the trap along the tightly confining direction into a purely magnetic double-well potential. We observed the matter wave interference pattern formed upon releasing the condensates from the microtraps. The intrinsic features of the quartic potential at the merge point, such as zero trap frequency and extremely high field-sensitivity, caused random variations of the relative phase between the two split condensates. Moreover, the perturbation from the abrupt change of the trapping potential during the splitting was observed to induce vortices.


Physical Review Letters | 2004

Quantum reflection from a solid surface at normal incidence

T.A. Pasquini; Yong-il Shin; Christian Sanner; Michele Saba; Andre Schirotzek; David E. Pritchard; Wolfgang Ketterle

We observed quantum reflection of ultracold atoms from the attractive potential of a solid surface. Extremely dilute Bose-Einstein condensates of 23Na, with peak density 10(11)-10(12) atoms/cm(3), confined in a weak gravitomagnetic trap were normally incident on a silicon surface. Reflection probabilities of up to 20% were observed for incident velocities of 1-8 mm/s. The velocity dependence agrees qualitatively with the prediction for quantum reflection from the attractive Casimir-Polder potential. Atoms confined in a harmonic trap divided in half by a solid surface exhibited extended lifetime due to quantum reflection from the surface, implying a reflection probability above 50%.


Physical Review Letters | 2006

Low Velocity Quantum Reflection of Bose-Einstein Condensates

T.A. Pasquini; Michele Saba; Gyu-Boong Jo; Yong-il Shin; Wolfgang Ketterle; David E. Pritchard; Tim Savas; N. Mulders

We study how interactions affect the quantum reflection of Bose-Einstein condensates. A patterned silicon surface with a square array of pillars resulted in high reflection probabilities. For incident velocities greater than 2.5 mm/s, our observations agreed with single-particle theory. At velocities below 2.5 mm/s, the measured reflection probability saturated near 60% rather than increasing towards unity as predicted by the accepted theoretical model. We extend the theory of quantum reflection to account for the mean-field interactions of a condensate which suppresses quantum reflection at low velocity. The reflected condensates show collective excitations as recently predicted.


Physical Review Letters | 2007

Phase Sensitive Recombination of Two Bose-Einstein Condensates on an Atom Chip

Gyu-Boong Jo; Jae-Hoon Choi; Caleb A. Christensen; T.A. Pasquini; Y.-J. Lee; Wolfgang Ketterle; David E. Pritchard

The recombination of two split Bose-Einstein condensates on an atom chip is shown to result in heating which depends on the relative phase of the two condensates. This heating reduces the number of condensate atoms between 10% and 40% and provides a robust way to read out the phase of an atom interferometer without the need for ballistic expansion. The heating may be caused by the dissipation of dark solitons created during the merging of the condensates.


Physical Review Letters | 2004

Distillation of Bose-Einstein Condensates in a Double-Well Potential

Yong-il Shin; Michele Saba; Andre Schirotzek; T.A. Pasquini; Aaron E. Leanhardt; David E. Pritchard; Wolfgang Ketterle

Bose-Einstein condensates of sodium atoms, prepared in an optical dipole trap, were distilled into a second empty dipole trap adjacent to the first one. The distillation was driven by thermal atoms spilling over the potential barrier separating the two wells and then forming a new condensate. This process serves as a model system for metastability in condensates, provides a test for quantum kinetic theories of condensate formation, and also represents a novel technique for creating or replenishing condensates in new locations.


Physical Review Letters | 2007

Matter-Wave Interferometry with Phase Fluctuating Bose-Einstein Condensates

Gyu-Boong Jo; Jae-Hoon Choi; Caleb A. Christensen; Y.-J. Lee; T.A. Pasquini; Wolfgang Ketterle; David E. Pritchard

Elongated Bose-Einstein condensates (BECs) exhibit strong spatial phase fluctuations even well below the BEC transition temperature. We demonstrate that atom interferometers using such condensates are robust against phase fluctuations; i.e., the relative phase of the split condensate is reproducible despite axial phase fluctuations. However, larger phase fluctuations limit the coherence time, especially in the presence of some asymmetries in the two wells of the interferometer.


Physical Review Letters | 2005

Optical weak link between two spatially separated Bose-Einstein condensates.

Yong-il Shin; Gyu-Boong Jo; Michele Saba; T.A. Pasquini; Wolfgang Ketterle; David E. Pritchard

Two spatially separate Bose-Einstein condensates were prepared in an optical double-well potential. A bidirectional coupling between the two condensates was established by two pairs of Bragg beams which continuously outcoupled atoms in opposite directions. The atomic currents induced by the optical coupling depend on the relative phase of the two condensates and on an additional controllable coupling phase. This was observed through symmetric and antisymmetric correlations between the two outcoupled atom fluxes. A Josephson optical coupling of two condensates in a ring geometry is proposed. The continuous outcoupling method was used to monitor slow relative motions of two elongated condensates and characterize the trapping potential.


Journal of Physics: Conference Series | 2005

Atom optics with Bose-Einstein condensates: quantum reflection and interferometry

T.A. Pasquini; Gyu-Boong Jo; Michele Saba; Yong-il Shin; Sebastian Will; David E. Pritchard; Wolfgang Ketterle

We present recent results on atom optics with Bose–Einstein condensates obtained at MIT. These results demonstrate the flexibility of micro-fabricated atom traps (atom-chips) and the interaction of Bose–Einstein condensates with surfaces through normal incidence quantum reflection.

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Wolfgang Ketterle

Massachusetts Institute of Technology

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Yong-il Shin

Seoul National University

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Gyu-Boong Jo

Massachusetts Institute of Technology

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Aaron E. Leanhardt

Massachusetts Institute of Technology

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Christian Sanner

Massachusetts Institute of Technology

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Caleb A. Christensen

Massachusetts Institute of Technology

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