论文标题
在三维纳米磁回路中对磁电信号的非平面几何影响
Non-planar geometrical effects on the magnetoelectrical signal in a three-dimensional nanomagnetic circuit
论文作者
论文摘要
将纳米磁性和自旋形成术扩展到三个维度(3D)为基本和技术研究提供了绝佳的机会。但是,探测复杂3D几何形状对磁电现象的影响会带来重要的实验和理论挑战。在这项工作中,我们研究了使用Direct-Write Nanofrication集成到微电动电路中的铁磁3D纳米维克的磁电信号。由于电流和磁化的3D矢量性质,因此发生了几种磁电效应的复杂叠加。通过在3D磁场的应用下进行电气测量,结合了宏生模拟和有限元建模,我们将脱离叠加的效果,发现3D几何形状如何导致众所周知的磁通转移效应(例如隔离霍尔效应)的异常角度依赖。至关重要的是,我们的分析还揭示了3D纳米结构固有的非共线性磁磁场的重要作用,从而导致角度依赖的镁磁力耐药性强烈影响总磁电信信号。这些发现是理解3D Spintronic系统的关键,并基于进一步的基础和基于设备的研究。
Expanding nanomagnetism and spintronics into three dimensions (3D) offers great opportunities for both fundamental and technological studies. However, probing the influence of complex 3D geometries on magnetoelectrical phenomena poses important experimental and theoretical challenges. In this work, we investigate the magnetoelectrical signals of a ferromagnetic 3D nanodevice integrated into a microelectronic circuit using direct-write nanofabrication. Due to the 3D vectorial nature of both electrical current and magnetisation, a complex superposition of several magnetoelectrical effects takes place. By performing electrical measurements under the application of 3D magnetic fields, in combination with macrospin simulations and finite element modelling, we disentangle the superimposed effects, finding how a 3D geometry leads to unusual angular dependences of well-known magnetotransport effects such as the anomalous Hall effect. Crucially, our analysis also reveals a strong role of the noncollinear demagnetising fields intrinsic to 3D nanostructures, which results in an angular dependent magnon magnetoresistance contributing strongly to the total magnetoelectrical signal. These findings are key to the understanding of 3D spintronic systems and underpin further fundamental and device-based studies.