论文标题
BOHM方程的相位回程
Phase-retrieval from Bohm's equations
论文作者
论文摘要
我们提出了一种基于量子力学的Bohmian方程的分析方法，用于在以下配方中处理相位 - 回归问题：通过了解概率密度$ \ left \ left \ left \ vertψ\ left（\ overrightArrow {r}，t \ right），t \ right right \ right \ right \ right \ vert ^{2 {2 {2 {2 {2 {2 {2 {2 {2 {2 {2 {2 { $ v \ left（\ oferrightArrow {r}，t \ right）$，如何确定复杂状态$ψ\ left（\ oftrightArrow {r}，t \ right）$？我们用涉及高斯州的三个经典示例来说明我们的方法，这表明对量子状态和哈密顿工程学的应用。
We present an analytic method, based on the Bohmian equations for quantum mechanics, for approaching the phase-retrieval problem in the following formulation: By knowing the probability density $\left\vert ψ\left(\overrightarrow{r},t\right)\right\vert ^{2}$ and the energy potential $V\left(\overrightarrow{r},t\right)$ of a system, how can one determine the complex state $ψ\left(\overrightarrow{r},t\right)$? We illustrate our method with three classic examples involving Gaussian states, suggesting applications to quantum state and Hamiltonian engineering.
