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arXiv 2401.04569cond-mat.mes-hallhep-thmath-phmath.MP
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磁性斯格明子椭圆不稳定性的建模

Modelling the elliptical instability of magnetic skyrmions

Bruno Barton-Singer

AI总结:

本文将两种手性磁孤子椭圆不稳定性建模方法应用于易面各向异性主导的倾斜铁磁相和倾斜外加场的一般情形,发现解析预测与先前数值结果完全匹配或有趣对应。

摘要:

将两种近期发展的手性磁孤子椭圆不稳定性建模方法应用于两个新场景:由易面各向异性主导的手性磁体的倾斜铁磁相,以及具有倾斜外加场和任意单轴各向异性的手性磁体的一般情形。在前一种情形中,解析预测被发现与先前的数值结果完全匹配。在后一种情形中,尽管预测有趣地对应于先前的相图数值研究,但孤立手性斯格明子的不稳定性尚未被研究。

英文摘要:

Two recently developed methods of modelling chiral magnetic soliton elliptical instability are applied in two novel scenarios, the tilted ferromagnetic phase of chiral magnets dominated by easy-plane anisotropy and the general case of the chiral magnet with tilted applied field and arbitrary uniaxial anisotropy. In the former case, the analytical predictions are found to exactly match previous numerical results. In the latter case, instability of isolated chiral skyrmions has not yet been studied, although the predictions correspond interestingly to previous numerical investigation of the phase diagram.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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