标题： 海森堡不确定关系与方势阱中的统计量 显示英文标题

标题： Heisenberg uncertainty relation and statistical measures in the square well

摘要： 一个由基态和第一激发态组合形成的二维无限深势阱中的非定态被考虑。 对于该系统，位置和动量的统计复杂度和Fisher-Shannon熵随时间计算得出。 这些度量与海森堡不确定性关系\Delta x\Delta p 进行比较。观察到\Delta x\Delta p 的极值在时间上与另外两个统计量的极值一致。 显示英文摘要

摘要： A non stationary state in the one-dimensional infinite square well formed by a combination of the ground state and the first excited one is considered. The statistical complexity and the Fisher-Shannon entropy in position and momentum are calculated with time for this system. These measures are compared with the Heisenberg uncertainty relation, \Delta x\Delta p. It is observed that the extreme values of \Delta x\Delta p coincide in time with extreme values of the other two statistical magnitudes.