Abstract We analyze a recent treatment of the interaction of a magnetic quadrupole moment with a radial electric field for a non-relativistic particle in a rotating frame and show that the derivation of the equations in the paper is anything but rigorous. The authors presented eigenvalues and eigenfunctions for two sets of quantum numbers as if they belonged to the same physical problem when they are solutions for two different models. In addition to it, the authors failed to comment on the possibility of multiple solutions for every set of quantum numbers.

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评论：“非相对论粒子的磁四极矩与旋转坐标系中的电场的相互作用。安。物理。412 (2020) 168040”

摘要 我们分析了旋转坐标系中非相对论粒子的磁四极矩与径向电场相互作用的最新处理，并表明论文中方程的推导并不严格。作者提出了两组量子数的特征值和特征函数，当它们是两个不同模型的解决方案时，就好像它们属于同一个物理问题一样。除此之外，作者未能评论每组量子数的多重解的可能性。