Two-Dimensional Motion of a Slow Quantum Particle in the Field of a Central Long-Range Potential


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Abstract

We study the two-dimensional motion of a slow quantum particle in the field of a central long-range potential decaying in the limit of long distances r as the power r−β with the exponent β ∈ (1, 2). We find the low-temperature asymptotic behavior for all partial phases and the differential cross section of the particle scattering and derive a rather simple approximation for the weakly bound state energy.

About the authors

V. V. Pupyshev

Joint Institute of Nuclear Research

Author for correspondence.
Email: pupyshev@theor.jinr.ru
Russian Federation, Dubna, Moscow Oblast

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