PHITEM department, University of Grenoble Alpes, 230 rue de la Physique, 38400 Saint-Martin-d'Heres, France.
MMML Laboratory, Department of Physics, University of Latvia, Zeļļu-23, Rīga LV-1002, Latvia.
Phys Rev E. 2017 Dec;96(6-1):062612. doi: 10.1103/PhysRevE.96.062612. Epub 2017 Dec 19.
Flexible magnetic filaments have garnered considerable attention as prospective materials for the creation of different microdevices. We describe a theoretical model of a ferromagnetic filament and derive its equations of motion by variational techniques. The numerical algorithm used to solve the filament dynamics in magnetic fields of different configurations is described. It is found that in a rotating field the filament transitions between synchronous and asynchronous regimes with respect to the rotating field, similarly to a rigid magnetic dipole. The mean angular velocity of the filament is well described by a relation valid for a rigid magnetic dipole with quantitative differences attributable to the flexibility of the filament.
柔性磁性丝在制造不同微器件方面具有很大的吸引力。我们描述了一个铁磁丝的理论模型,并通过变分技术推导出其运动方程。还描述了用于求解不同构型磁场中丝动力学的数值算法。结果表明,在旋转场中,丝相对于旋转场在同步和异步状态之间转换,类似于刚性磁偶极子。丝的平均角速度很好地由适用于刚性磁偶极子的关系描述,其定量差异归因于丝的柔性。