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Creation and annihilation of topological meron pairs in in-plane magnetized films.
Nature Communications ( IF 14.7 ) Pub Date : 2019-12-06 , DOI: 10.1038/s41467-019-13642-z N Gao 1, 2 , S -G Je 3 , M -Y Im 3, 4 , J W Choi 5 , M Yang 2 , Q Li 2 , T Y Wang 2 , S Lee 6 , H -S Han 6 , K -S Lee 6 , W Chao 3 , C Hwang 7 , J Li 8 , Z Q Qiu 2
Nature Communications ( IF 14.7 ) Pub Date : 2019-12-06 , DOI: 10.1038/s41467-019-13642-z N Gao 1, 2 , S -G Je 3 , M -Y Im 3, 4 , J W Choi 5 , M Yang 2 , Q Li 2 , T Y Wang 2 , S Lee 6 , H -S Han 6 , K -S Lee 6 , W Chao 3 , C Hwang 7 , J Li 8 , Z Q Qiu 2
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Merons which are topologically equivalent to one-half of skyrmions can exist only in pairs or groups in two-dimensional (2D) ferromagnetic (FM) systems. The recent discovery of meron lattice in chiral magnet Co8Zn9Mn3 raises the immediate challenging question that whether a single meron pair, which is the most fundamental topological structure in any 2D meron systems, can be created and stabilized in a continuous FM film? Utilizing winding number conservation, we develop a new method to create and stabilize a single pair of merons in a continuous Py film by local vortex imprinting from a Co disk. By observing the created meron pair directly within a magnetic field, we determine its topological structure unambiguously and explore the topological effect in its creation and annihilation processes. Our work opens a pathway towards developing and controlling topological structures in general magnetic systems without the restriction of perpendicular anisotropy and Dzyaloshinskii-Moriya interaction.
中文翻译:
平面磁化膜中拓扑瓜对的产生和an灭。
在拓扑上等同于一半的天蝎子的瓜子在二维(2D)铁磁(FM)系统中只能成对或成组存在。最近在手性磁体Co8Zn9Mn3中发现了铁素体晶格,提出了一个紧迫的挑战性问题:是否可以在连续的FM薄膜中创建并稳定单个的铁素体对(它是任何二维铁素体系统中最基本的拓扑结构)?利用绕组数守恒,我们开发了一种新方法,可以通过从Co盘上进行局部涡旋压印来在连续的Py薄膜中创建和稳定一对瓜子。通过直接在磁场中观察所创建的瓜对,我们可以明确确定其拓扑结构,并探索其创建和an灭过程中的拓扑效应。
更新日期:2019-12-06
中文翻译:
平面磁化膜中拓扑瓜对的产生和an灭。
在拓扑上等同于一半的天蝎子的瓜子在二维(2D)铁磁(FM)系统中只能成对或成组存在。最近在手性磁体Co8Zn9Mn3中发现了铁素体晶格,提出了一个紧迫的挑战性问题:是否可以在连续的FM薄膜中创建并稳定单个的铁素体对(它是任何二维铁素体系统中最基本的拓扑结构)?利用绕组数守恒,我们开发了一种新方法,可以通过从Co盘上进行局部涡旋压印来在连续的Py薄膜中创建和稳定一对瓜子。通过直接在磁场中观察所创建的瓜对,我们可以明确确定其拓扑结构,并探索其创建和an灭过程中的拓扑效应。