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Berry phases in the quantum state of the Isotropic harmonic oscillator with Time-dependent frequency and Boundary conditions

机译:各向同性谐振子的量子态的贝里相随时间和频率的变化

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摘要

The problem of the isotopic harmonic oscillator of time -dependent frequency confined in a Spherical box with time -dependent radius is studied. We show that the exact solution and the lewis invariant operator can be obtained by performing two consecutive gauge transformations on the time -dependent Schrodinger equation. On the basis of the exact solution the non -adiabatic Berry phases for the system are calculated.
机译:研究了时变半径限制在球形盒中的时变频率同位素谐振子的问题。我们表明,可以通过对时间相关的薛定inger方程执行两个连续的量表转换来获得精确解和刘易斯不变算子。在精确解的基础上,计算出系统的非绝热Berry相。

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