论文标题
通风的本征及其与协调本征态的关系
Airy eigenstates and their relation to coordinate eigenstates
论文作者
论文摘要
我们研究了线性潜在的哈密顿量的特征值问题，并通过在动量和位置操作员定义通风状态的方面编写通风方程。我们为挤压和位移算子提供了对称线性电位的schrödinger方程的解决方案。最后，我们用通风状态编写单位操作员，并找到它们与位置和动量特征态之间的关系。
We study the eigenvalue problem for a linear potential Hamiltonian and, by writing Airy equation in terms of momentum and position operators define Airy states. We give a solution of the Schrödinger equation for the symmetrical linear potential in terms of the squeeze and displacement operators. Finally, we write the unit operator in terms of Airy states and find a relation between them and position and momentum eigenstates.
