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AIP conference proceedings

Atom interferometers

David E. Pritchard

Published Jan 1, 1993• 1 citation
Publisher
DOI
10.1063/1.43801

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We present an atom interferometer that differs from common atom interferometers as it is not based on the spatial splitting of electronic wave functions, but on orienting atoms in space. As an example we present how an orientational atom interferometer based on highly charged hydrogen--like atoms is affected by gravitational waves. We show that a monochromatic gravitational wave will cause a frequency shift that scales with the binding energy of the system rather than with its physical dimension. For a gravitational wave amplitude of $h={10}^{\ensuremath{-}23}$ the frequency shift is of the order of $110 \ensuremath{\mu}\mathrm{Hz}$ for an atom interferometer based on a $91$-fold charged uranium ion. A frequency difference of this size can be resolved by current atom interferometers in $1 \mathrm{s}$.

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We review the field of atom interferometer inertial sensors. We begin by reviewing the path integral formulation of atom interferometers and then specialize the treatment to light-pulse atom interferometers and, in particular, gravimeters and gyroscopes. The bulk of the article focuses on the most common type of atom interferometer – the light-pulse interferometer, where the atom optics are composed of light pulses. Our article mainly focuses on a review of advances that aid in the practical implementation of atom interferometers toward gravimetry and inertial navigation. To that end, we develop a navigation model that aids in the connection of parameters and performance of atom interferometers to actual quantities of interest to the navigation community. Practical considerations of atomic inertial sensors, including dynamic range, bandwidth, dead time, and cross-coupling effects are discussed, before we review the field of accelerometer and gyroscope atom interferometers. Finally, we review advances in trapped-atom interferometers.
We present an atom interferometer that differs from common atom interferometers as it is not based on the spatial splitting of electronic wave functions, but on orienting atoms in space. As an example we present how an orientational atom interferometer based on highly charged hydrogen--like atoms is affected by gravitational waves. We show that a monochromatic gravitational wave will cause a frequency shift that scales with the binding energy of the system rather than with its physical dimension. For a gravitational wave amplitude of $h={10}^{\ensuremath{-}23}$ the frequency shift is of the order of $110 \ensuremath{\mu}\mathrm{Hz}$ for an atom interferometer based on a 919191-fold charged uranium ion. A frequency difference of this size can be resolved by current atom interferometers in 1s1 \mathrm{s}1s.