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ENERGIES OF WEAKLY BOUND AND NEAR-THRESHOLD RESONANCE STATES OF A QUANTUM PARTICLE IN A TWO-DIMENSIONAL PLANE

机译:二维平面中量子粒子的弱束缚和近阈共振态能量

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摘要

We assume that a slow quantum particle moves in a two-dimensional plane of a three-dimensional coordinate space and its motion occurs in the field of a central short-range potential. We show that the approximate energies of weakly bound and near-threshold resonance states of this particle are defined by the roots of transcendental equations with two parameters: the scattering length and the effective radius. We find the sufficient conditions for solvability of these equations and study the dependence of their solutions on the parameters.
机译:我们假设慢速量子粒子在三维坐标空间的二维平面中移动,并且其运动发生在中心短程电势的场中。我们表明,该粒子的弱束缚和近阈共振状态的近似能量由具有两个参数的先验方程的根定义:散射长度和有效半径。我们找到了这些方程可解的充分条件,并研究了它们的解对参数的依赖性。

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