Numerical modeling of the multi-stage Stern–Gerlach experiment by Frisch and Segrè using co-quantum dynamics via the Bloch equation

Kelvin Titimbo, David C Garrett, S Süleyman Kahraman, Zhe He, Lihong V Wang
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引用次数: 4

Abstract

Abstract We numerically study the spin flip in the Frisch–Segrè experiment, the first multi-stage Stern–Gerlach experiment, within the context of the novel co-quantum dynamics (CQD) theory. We model the middle stage responsible for spin rotation by sampling the atoms with the Monte Carlo method and solving the dynamics of the electron and nuclear magnetic moments numerically according to the Bloch equation. The simulation shows that CQD closely reproduces, without using any fitting parameters, the experimental observations reported by Frisch and Segrè in 1933, which have so far lacked theoretical predictions.
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通过Bloch方程利用共量子动力学对Frisch和Segrè进行的多阶段Stern-Gerlach实验进行数值模拟
在新型共量子动力学(CQD)理论的背景下,我们在Frisch-Segrè实验中对自旋翻转进行了数值研究,这是第一个多阶段的Stern-Gerlach实验。我们用蒙特卡罗方法对原子进行采样,并根据布洛赫方程对电子和核磁矩的动力学进行数值求解,模拟了负责自旋的中间阶段。模拟表明,CQD在没有使用任何拟合参数的情况下,紧密地再现了弗里希和Segrè在1933年报告的实验观测结果,这些结果迄今为止缺乏理论预测。
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