Wang Kang, Zhang Yiou, Bheemarasetty Vineetha, Zhou Shiyu, Ying See-Chen, Xiao Gang
Department of Physics, Brown University, Providence, RI, 02912, USA.
Nat Commun. 2022 Feb 7;13(1):722. doi: 10.1038/s41467-022-28334-4.
Magnetic skyrmions are of great interest to both fundamental research and applications in post-von-Neumann computing devices. The successful implementation of skyrmionic devices requires functionalities of skyrmions with effective controls. Here we show that the local dynamics of skyrmions, in contrast to the global dynamics of a skyrmion as a whole, can be introduced to provide effective functionalities for versatile computing. A single skyrmion interacting with local pinning centres under thermal effects can fluctuate in time and switch between a small-skyrmion and a large-skyrmion state, thereby serving as a robust true random number generator for probabilistic computing. Moreover, neighbouring skyrmions exhibit an anti-correlated coupling in their fluctuation dynamics. Both the switching probability and the dynamic coupling strength can be tuned by modifying the applied magnetic field and spin current. Our results could lead to progress in developing magnetic skyrmionic devices with high tunability and efficient controls.
磁性斯格明子对于基础研究以及后冯·诺依曼计算设备中的应用都极具吸引力。斯格明子器件的成功实现需要对斯格明子的功能进行有效控制。在此我们表明,与作为一个整体的斯格明子的全局动力学不同,斯格明子的局部动力学可被引入以提供用于通用计算的有效功能。单个斯格明子在热效应下与局部钉扎中心相互作用时会随时间波动,并在小斯格明子态和大斯格明子态之间切换,从而作为概率计算的稳健真随机数发生器。此外,相邻斯格明子在其波动动力学中表现出反相关耦合。开关概率和动态耦合强度都可以通过改变外加磁场和自旋电流来调节。我们的结果可能会推动具有高可调性和高效控制的磁性斯格明子器件的发展。