L10-FePt纳米颗粒磁化开关过程中多次圆极化激光脉冲的杂化特性。

Y. Xiao, H. Wang, T. Huang, Y. Zou, Z. Zeng, K. Wang, C. Xie
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引用次数: 0

摘要

在某些材料上观察到的全光磁开关(AOS)由于其超短的记录时间提供了一种潜在的记录选择。在大多数研究中,圆偏振激光会产生光磁场[2,3]或磁圆二色性(MCD),即一种磁化方向会比另一种磁化方向吸收更多的能量[4,5],这归因于逆法拉第效应(IFE)。L10-FePt具有较高的垂直各向异性,其磁化强度在平面外或上下固定,是高密度磁记录的理想选择。然而,关于FePt上AOS的机制仍在争论中。在我们的研究中,我们表明它受益于IFE和MCD。同时考虑热效应和诱导的光磁场,我们通过原子能级模拟[7]计算了L10-FePt纳米粒子在不同光磁场的单脉冲下的开关概率,如图1(a-d)所示。假设每次射击后的切换概率相同,我们采用累积模型来考虑多发脉冲的影响。图1(f)显示了当左圆形激光脉冲(δ−)诱导的光磁场为−0.1特斯拉时,不同MCD比的归一化净磁化变化图。显然,当MCD比为2%时,最终磁化强度与Lambert等人的实验结果一致,即圆偏振激光诱导磁化强度为饱和磁化强度[8]的~10 ~ 20%。这个MCD比率对于FePt来说是合理的[5,9]。图2(a-c)分别显示了不同初始磁化状态下多个线性(L)、左(σ−)和右(σ+)圆形激光脉冲的最终磁化强度,验证了AOS与螺旋度相关,但与初始状态无关。图2(d)显示了不同光磁场下磁化随激光通量的变化。当光磁场为−0.1特斯拉时,施加0.03特斯拉的外磁场,对应的有效磁场为−0.07特斯拉。在这种情况下,在较宽的激光通量范围内,净磁化强度大致等于0,这与Lambert等人的结果在质量上是一致的,即700 Oe的场可以消除全光开关。此外,当光磁场为±0.4特斯拉时,会出现确定性切换,即最终磁化强度大于饱和磁化强度的90%。以光磁场−0.4T为例,多次激光脉冲后的净磁化如图2(e)所示,在34次左圆形激光脉冲后,最快的确定性切换发生在34 mJ/cm2。虽然我们的模拟是简化的,但这些结果表明,通过优化上述参数,实现确定性全光磁记录的可能性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Hybrid characteristic of multi-shot circularly polarized laser pulses for magnetization switching process in L10-FePt nanoparticles.
All-optical magnetic switching (AOS) observed on some materials provides a potential recording option due to its ultra-short recording-time [1]. In most studies, it is attributed to inverse Faraday effect (IFE) that circularly polarized laser will induce an opto-magnetic field [2, 3] or magnetic circular dichroism (MCD) that one magnetization orientation will absorb more energy than another [4, 5]. L10-FePt is a promising candidate for high density magnetic recording due to its high perpendicular anisotropy [6] whose magnetization is fixed out of plane either up or down. However, the mechanism about AOS on FePt is still under debate. In our research, we show that it benefits from both IFE and MCD. Taking both the thermal effect and the induced opto-magnetic field into account, we calculate the switching probability of L10-FePt nanoparticles for a single laser pulse with different opto-magnetic fields by atomistic level simulation [7], as shown in Fig. 1(a-d). We consider the effect of multi-shot pulses by an accumulative model, assuming that the switching probability after each shot is identical. Fig. 1(f) shows the normalized net magnetisation variation with different MCD ratios when the opto-magnetic field induced by left circularly laser pulse (δ−) is −0.1 Tesla. Obviously, when the MCD ratio is 2%, the final magnetisation is in agreement with the experiment result of Lambert et al. that the magnetization induced by circularly polarized laser is ~10 to 20% of saturation magnetization [8]. This MCD ratio is reasonable for FePt [5, 9]. Fig. 2(a-c) show the final magnetisation over multiple linearly (L), left (σ−) and right (σ+) circularly laser pulses respectively with different initial magnetization states, which verify that AOS is helicity-dependent but independent of the initial state. Fig. 2(d) shows the magnetisation variation over laser fluence with different opto-magnetic fields. Applying an external magnetic field 0.03 Tesla when the opto-magnetic field is −0.1 Tesla, the corresponding effective magnetic field is −0.07 Tesla. In this case, the net magnetisation roughly equals to 0 at a wide laser fluence range, which is qualitatively consistent with the results of Lambert et al. that a 700 Oe field could eliminate the all-optical switching. In addition, when the opto-magnetic fields are ±0.4 Tesla, there will be a deterministic switching that the final magnetization is greater 90% of the saturation magnetization. Taking the opto-magnetic field −0.4T as example, the net magnetisation after multiple laser pulses is shown in Fig. 2(e), and the fastest deterministic switching occurs at 34 mJ/cm2 after 34 left circularly laser pulses. Although our simulation is simplified, these results demonstrate the possibility of reaching deterministic all-optical magnetic recording by optimizing the parameters presented above.
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