论文标题
普遍的不确定性原理和动量依赖性有效质量施罗丁方程
Generalized Uncertainty principle and momentum-dependent effective mass Schrodinger equation
论文作者
论文摘要
我们在本文中表明，量子机械系统中位置和动量的基本表示，这些量子机械系统的基本表示是由广义不确定性原理引导的，并导致相应的单参数特征值问题，可以用扩展的Schrodinger方程来解释体现动量依赖性质量的扩展Schrodinger方程。指出了一些简单的后果。
We show in this paper that the basic representations of position and momentum in a quantum mechanical system, that are guided by a generalized uncertainty principle and lead to a corresponding one-parameter eigenvalue problem, can be interpreted in terms of an extended Schrodinger equation embodying momentum-dependent mass. Some simple consequences are pointed out.
