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arXiv 0811.3545cond-mat.mes-hall
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电流感生畴壁动力学的数值研究:从自旋转移到动量转移的跨越

Numerical Study of Current-Induced Domain-Wall Dynamics: Crossover from Spin Transfer to Momentum Transfer

Daisuke Matsubayashi, Masafumi Udagawa, Masao Ogata

摘要:

通过求解含时的薛定谔方程和Landau-Lifshitz-Gilbert方程,研究了一维电子系统中局域自旋耦合下磁畴壁的电流诱导动力学.两种类型的畴壁运动的观察取决于硬轴各向异性,$K_{\perp}$,本地化的自旋系统。对于小的$K_{\perp}$值,磁畴壁显示由自旋转移驱动的流运动。相反,对于大的值的$K_{\perp}$,粘滑运动驱动的动量转移。从单粒子能级和分布函数的动力学角度阐明了畴壁运动这些特征的来源。

英文摘要:

We study current-induced dynamics of a magnetic domain wall by solving a time-dependent Schrödinger equation combined with Landau-Lifshitz-Gilbert equation in a one-dimensional electron system coupled to localized spins. Two types of domain-wall motions are observed depending on the hard-axis anisotropy, $K_{\perp}$, of the localized spin system. For small values of $K_{\perp}$, the magnetic domain wall shows a streaming motion driven by spin transfer. In contrast, for large values of $K_{\perp}$, a stick-slip motion driven by momentum transfer is obtained. We clarify the origin of these characters of domain-wall motions in terms of the dynamics of one-particle energy levels and distribution functions.

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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