General solution and quantum phases of the time-dependent linear potential

Liang ML; Zhang ZG; Zhong KS

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General solution and quantum phases of the time-dependent linear potential

机译：随时间变化的线性势的一般解和量子相

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The exact general solution of the Schrodinger equation for the time-dependent linear potential (TLP) is obtained in momentum representation. The wave functions in coordinate representation are derived from that in momentum representation by the Fourier transform. Meanwhile. the dynamical and geometrical phases for the unbounded states of TLP are calculated.

机译：在动量表示中获得了随时间变化的线性电位（TLP）的Schrodinger方程的精确一般解。坐标表示中的波动函数是通过傅立叶变换从动量表示中得出的。与此同时。计算了TLP的无界状态的动力学和几何相位。

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《Physica Scripta: An International Journal for Experimental and Theoretical Physics》 |2004年第3期|共3页
作者
Liang ML; Zhang ZG; Zhong KS;
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正文语种 eng
中图分类物理学;
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General solution and quantum phases of the time-dependent linear potential

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