Titlebook: Curvilinear Micromagnetism; From Fundamentals to Denys Makarov,Denis D. Sheka Book 2022 Springer Nature Switzerland AG 2022 Curvilinear Mic

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Geometry-Induced Magnetic Effects in Planar Curvilinear Nanosystems, curved wires, and narrow ribbons. In general, these systems could be considered as quasi-one-dimensional magnetic objects, whose parameters change only along the wire while remaining constant in cross section. Thus, in the scope of this chapter much attention is dedicated to the general theoretical

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Curvilinear Magnetic Shells,lf-consistent micromagnetic framework of curvilinear magnetism describes the impact of curvature–induced effects, driven by both local and nonlocal interactions, on the statics and dynamics of magnetic textures in extended curved thin shells. In particular, we focus on the effects in magnetic thin f

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Tubular Geometries,field in magnetism. However, it should be mentioned that the driving force behind can be attributed to the theoretical, both analytical and numerical predictions of novel magnetic textures and interesting features, such as chiral domain wall motion, the Spin-Cherenkov effect or the curvature-induced

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Complex-Shaped 3D Nanoarchitectures for Magnetism and Superconductivity,arious nanoarchitectures are considered, including nanostructured junctions and magnetic nanowire lattices with frustration, wireframe and mesh-like 3D objects, and 3D systems with non-trivial topology and chirality. In addition to the theoretical background, a large section is devoted to novel fabr

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Magnetic Soft Actuators: Magnetic Soft Robots from Macro- to Nanoscale,, in particular, magnetic soft robots. Specifically, we describe the interplay between the mechanical and magnetic degrees of freedom in mechanically flexible materials. The discussion starts with the common approach based on the analysis of the balance of magnetic and mechanical forces and torques