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Complete derivation of space groups of magnetic symmetry of crystals by numerical construction

机译:通过数值构造完全推导晶体的磁对称性空间群

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摘要

The solution is given to the problem regarding the derivation of the so-called space groups of magnetic symmetry with crystallographic angles of rotation of the spin vector, which was formulated as far back as the early 1970s. The crystallographic P-symmetries that should be used in the generalization with the three-dimensional space Fedorov groups G(3) are revealed. The space groups G(3) are generalized with each of these P-symmetries.
机译:解决方案是关于自旋矢量的晶体学旋转角与所谓的磁性对称空间群的推导有关的问题,该问题早在1970年代初期就已提出。揭示了在三维空间Fedorov组G(3)的概化中应使用的晶体P对称性。空间组G(3)通过这些P对称中的每一个进行概括。

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