2017•Physical Review ARequires access

Improving efficiency of Bloch oscillations in the tight-binding limit

Pierre Cladé, M. Andia, Saïda Guellati-Khélifa

Open publisher page 9 citations

Abstract

Bloch oscillations of atoms in an optical lattice are a technique commonly used to accelerate atoms using photon recoils. The initial atomic state is crucial for optimizing the efficiency of the acceleration. Usually, a Bloch state is prepared by adiabatically loading atoms into the lattice. In this paper, using numerical simulations, we show that the optimal state (the Wannier-Bloch state) can significantly differ from the Bloch state. Furthermore, two experimental methods are presented in order to get closer to the optimal efficiency.

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Bloch oscillations of atoms in an optical lattice are a technique commonly used to accelerate atoms using photon recoils. The initial atomic state is crucial for optimizing the efficiency of the acceleration. Usually, a Bloch state is prepared by adiabatically loading atoms into the lattice. In this paper, using numerical simulations, we show that the optimal state (the Wannier-Bloch state) can significantly differ from the Bloch state. Furthermore, two experimental methods are presented in order to get closer to the optimal efficiency.

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Available abstract

Bloch oscillations of atoms in an optical lattice are a technique commonly used to accelerate atoms using photon recoils. The initial atomic state is crucial for optimizing the efficiency of the acceleration. Usually, a Bloch state is prepared by adiabatically loading atoms into the lattice. In this paper, using numerical simulations, we show that the optimal state (the Wannier-Bloch state) can significantly differ from the Bloch state. Furthermore, two experimental methods are presented in order to get closer to the optimal efficiency.

Key concepts: Bloch oscillations, Bloch wave, Optical lattice, Lattice (music), Photon, Physics, Limit (mathematics), Periodic potential

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