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Micromagnetic Theory of Curvilinear Ferromagnetic Shells
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Here, we present a micromagnetic theory of curvilinear ferromagnets, which allows discovering novel fundamental physical effects which were amiss. In spite of the firm confidence for more than 70 years, we demonstrate that there is an intimate coupling between volume and surface magnetostatic charges. Evenmore, the physics of curvilinear systems requires existence of a new fundamental magnetostatic charge determined by local characteristics of the surface. As a stark consequence, novel physical nonlocal anisotropy and chiral effects emerge in spatially corrugated magnetic thin films. Besides these fundamental discoveries, this work reassures confidence in theoretical predictions for experimental explorations and novel devices, based on curved thin films.
Forward citations
Cited by 3 Pith papers
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Decoupling size from magnetism: A length-scale boundary for curvature control in micrometer FePt Janus particles
Magnetic response of micrometer FePt Janus caps is invariant to particle diameter; phase ordering (L10/A1) controls coercivity and remanence instead.
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Decoupling size from magnetism: A length-scale boundary for curvature control in micrometer FePt Janus particles
In micrometer-scale FePt Janus particles, magnetic behavior is governed by chemical ordering rather than curvature.
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Decoupling size from magnetism: A length-scale boundary for curvature control in micrometer FePt Janus particles
Magnetization reversal in micrometer-scale FePt Janus particles is insensitive to curvature and governed by the fraction of L1₀ and A1 phases.
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