论文标题
基于原子模型的铁imag磁在空间上不均匀振荡
Spatially Nonuniform Oscillations in Ferrimagnets Based on an Atomistic Model
论文作者
论文摘要
诸如GDXFECO(1-X)之类的Ferrimagnet可以由于强交换场而产生超快的磁开关和振荡。两组宏大模型已被广泛用于解释实验结果。然而,它无法描述空间非均匀的磁化动力学,这使许多重要现象(例如域壁和天空)上升。在这里,我们开发了二维原子模型,并提供了研究铁磁振荡的扭矩分析方法。在自旋转移扭矩下,磁化强度在交换模式或翻转交换模式下振荡。当GD组成增加时,交换模式首先消失,然后在达到磁化补偿点时再次出现。我们表明,只能通过分析磁化和有效磁场的空间分布来解释这些结果。特别是,当样品很小时,在方形膜中也观察到空间不均匀振荡。我们的工作揭示了空间磁分布在理解铁磁动力学方面的重要性。本文开发的方法提供了一种重要的工具,可以更深入地了解铁磁铁和抗铁磁铁。观察到的超快动力学还可以刺激THZ振荡器的发展。
The ferrimagnets, such as GdxFeCo(1-x), can produce ultrafast magnetic switching and oscillation due to the strong exchange field. The two-sublattices macrospin model has been widely used to explain the experimental results. However, it fails in describing the spatial nonuniform magnetic dynamics which gives rises to many important phenomenons such as the domain walls and skyrmions. Here we develop the two-dimensional atomistic model and provide a torque analysis method to study the ferrimagnetic oscillation. Under the spin-transfer torque, the magnetization oscillates in the exchange mode or the flipped exchange mode. When the Gd composition is increased, the exchange mode firstly disappears, and then appears again as the magnetization compensation point is reached. We show that these results can only be explained by analyzing the spatial distribution of magnetization and effective fields. In particular, when the sample is small, a spatial nonuniform oscillation is also observed in the square film. Our work reveals the importance of spatial magnetic distributions in understanding the ferrimagnetic dynamics. The method developed in this paper provides an important tool to gain a deeper understanding of ferrimagnets and antiferromagnets. The observed ultrafast dynamics can also stimulate the development of THz oscillators.