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B. D. Esry

Researcher at Kansas State University

Publications -  188
Citations -  5832

B. D. Esry is an academic researcher from Kansas State University. The author has contributed to research in topics: Dissociation (chemistry) & Ionization. The author has an hindex of 40, co-authored 187 publications receiving 5409 citations. Previous affiliations of B. D. Esry include Harvard University & Technion – Israel Institute of Technology.

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Hartree-Fock Theory for Double Condensates

TL;DR: Myatt et al. as mentioned in this paper presented a theoretical treatment that accounts in detail for a recent observation of overlapping Bose-Einstein condensates of two different hyperfine states, which explains the manner in which one condensate partially wraps around the other.
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Recombination of Three Atoms in the Ultracold Limit

TL;DR: In this article, the authors identify two qualitatively different mechanisms that control three-body recombination in a spin-polarized gas near zero temperature, where a universal curve describes the recombination rate versus the two-body scattering length.
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Field-free orientation of CO molecules by femtosecond two-color laser fields.

TL;DR: The demonstrated method can be applied to study molecular frame dynamics under field-free conditions in conjunction with a variety of spectroscopy methods, such as high-harmonic generation, electron diffraction, and molecular frame photoelectron emission.
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Collisions near threshold in atomic and molecular physics

TL;DR: In this paper, a review of the current interest in the physics of electronic, atomic and molecular scattering in the vicinity of thresholds is presented, where the tools of quantum defect and semiclassical theories are employed to bring out the rich variety of threshold behaviours.
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Adiabatic hyperspherical study of the helium trimer.

TL;DR: The adiabatic hyperspherical method is used to investigate the spectrum of the helium trimer and the range of interaction strengths for which halo states can result and the existence of Efimov states for both physical and unphysical systems is examined.