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Optical manipulation of atomic motion for a compact gravitational sensor with a Bose-Einstein condensate interferometer

K. J. Hughes

Published Jan 1, 2008• 2 citations
OpenAlex

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Compact, robust ultracold atomic sources are essential for onboard quantum sensors with applications in inertial sensing and geodesy. However, producing ultracold atoms like Bose-Einstein condensates (BEC) increases the complexity of the system and often involves low production rates and high power consumption. Atom chips [1] offer rapid ultracold atom production through tight magnetic traps and are compatible with onboard experiments [2]. To address challenges such as optical beam alignment, grating magneto-optical traps (GMOTs) [3] have been developed, facilitating miniaturization of atomic clocks [4] and atom interferometers [5].
The goal of this volume is to discuss the rapidly moving field of atom optics and interferometry with all its intricate aspects ranging from fundamental physics to applications and the theory of relativity. The breathtaking success in manipulating atoms using lasers has encouraged these two so far disjunct communities to move closer together and begin collaborations. After an introduction to atom optics and Bose-Einstein condensation, the theoretical foundations of cold atom interferometers, their use to test gravity, and their implementation in laboratory measurements of the earth rotation and of Newton's gravitational constant are discussed. Several papers discuss the characteristics of gyroscopes and interferometers as sensors for inertial forces, starting from gyroscopes based on light waves and comparing their sensitivity to those based on matter waves. The final topic is the variation of fundamental constants, a subject that during the last years has attracted a lot of attention from different communities of physics.
We consider an extremely intense laser, enclosed by an atom interferometer. The gravitational potential generated from the high-intensity laser is solved from the Einstein field equation under the Newtonian limit. We compute the strength of the gravitational force and study the feasibility of measuring the force by the atom interferometer. The intense laser field from the laser pulse can induce a phase change in the interferometer with Bose–Einstein condensates. We push up the sensitivity limit of the interferometer with Bose–Einstein condensates by spin-squeezing effect and determine the sensitivity gap for measuring the gravitational effect from intense laser by atom interferometer.