论文标题
多阶段的船尾gerlach实验建模（带有其他附录）
Multi-stage Stern-Gerlach experiment modeled (with additional appendices)
论文作者
论文摘要
在经典的多阶段船尾$ - $ gerlach实验中，由Frisch和Segrè，Majoraana（Landau $ - $ Zener）和Rabi公式与实验观察的截然不同，而Electron-Spin Collapse的物理机制仍未识别。在这里，引入物理共量表概念提供了一种合理的物理机制，并预测了绝对单元中的实验观察，而无需拟合（即没有调整的参数），而p值少于100万，这是偶然的概念恰好与实验观察相匹配的概率。此外，通过统计学上的统计重现，在统计上又可以通过统计重现电子自旋的波动函数，密度运算符和不确定性关系来证实共量表的概念。
In the classic multi-stage Stern$-$Gerlach experiment conducted by Frisch and Segrè, the Majorana (Landau$-$Zener) and Rabi formulae diverge afar from the experimental observation while the physical mechanism for electron-spin collapse remains unidentified. Here, introducing the physical co-quantum concept provides a plausible physical mechanism and predicts the experimental observation in absolute units without fitting (i.e., no parameters adjusted) with a p-value less than one per million, which is the probability that the co-quantum theory happens to match the experimental observation purely by chance. Further, the co-quantum concept is corroborated by statistically reproducing exactly the wave function, density operator, and uncertainty relation for electron spin in Stern$-$Gerlach experiments.
