arXiv · 2309.15236
Probability distributions of atomic scattering lengths
Abstract
The probability distribution of the real and imaginary parts of atomic scattering lengths $a$ are derived, in a two-channel model that allows for inelastic scattering to occur. While the real part of $a$ remains Cauchy-distributed, as predicted for single channel scattering in the classic work of Gribakin and Flambaum, the imaginary part of $a$ is seen to be strongly peaked near zero. Two-body inelastic scattering rates may therefore be smaller in general than a naive estimate would suggest.
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John L. Bohn, Reuben R. W. Wang. 2023-09-26. Probability distributions of atomic scattering lengths. https://arxiv.org/abs/2309.15236
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