Resonant Feshbach scattering of fermions in one-dimensional optical lattices
arXiv:0705.3754 · doi:10.1088/0953-4075/40/13/014
Abstract
We consider Feshbach scattering of fermions in a one-dimensional optical lattice. By formulating the scattering theory in the crystal momentum basis, one can exploit the lattice symmetry and factorize the scattering problem in terms of center-of-mass and relative momentum in the reduced Brillouin zone scheme. Within a single band approximation, we can tune the position of a Feshbach resonance with the center-of-mass momentum due to the non-parabolic form of the energy band.
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- A Feshbach resonance in d-wave collisions
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- Bound states of two bosons in an optical lattice near an association resonance
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- Scattering of two particles in a 1D lattice