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  • Magnetocrystalline anisotropy - Wikipedia
    In general the anisotropy parameters for cubic ferromagnets are higher than those for uniaxial ferromagnets This is consistent with the fact that the lowest order term in the expression for cubic anisotropy is fourth order, while that for uniaxial anisotropy is second order
  • Cubic Anisotropy - an overview | ScienceDirect Topics
    Cubic anisotropy refers to the directional dependence of magnetic properties in cubic crystals, characterized by easy and hard axes for magnetization It can be quantified by the cubic anisotropy energy, which influences the stability and orientation of magnetization within the material
  • 3. Magnetic Anisotropy - College of Science and Engineering
    In cubic crystals, like magnetite, the magnetocrystalline anisotropy energy is given by a series expansion in terms of the angles between the direction of magnetization and the cube axes
  • Anisotropy energy - University of Southampton
    If the bias is towards many particular directions, then the material has multiple easy axes and it possesses cubic anisotropy (see figure 2 4) Cubic crystals such as iron and nickel have this property (Aharoni, 2000, p86)
  • Crystal Anisotropy - an overview | ScienceDirect Topics
    Examples are presented in this section to illustrate the relation between texture, single crystal anisotropy, and the overall elastic and thermal properties of polycrystalline aggregates
  • Magnetocrystalline anisotropy energy in cubic Fe, Co, and Ni . . .
    We report an ab initio investigation of the magnetocrystalline anisotropy energy (MAE) in bcc Fe and fcc Co and Ni We introduce the spin-orbit scaling (SOS) technique, which, in combination with the force theorem, we use to achieve numerically converged MAE's
  • Determining the preferred directions of magnetisation in cubic crystals . . .
    We demonstrate an efficient derivation of the mag-netic easy and hard axes in cubic magnetic crystals, by analysing the symmetric anisotropy energy density " (up to sixth order) just using basic mathematical inequalities that are well-suited to the structure of the problem
  • Anisotropy and Crystal Field | Springer Nature Link
    This article starts with the phenomenology of anisotropy, distinguishing between crystals of cubic, tetragonal, hexagonal, trigonal, and lower symmetries and between anisotropy contributions of second and higher orders
  • Simulation of Magnetic Anisotropy Energy Surfaces for Cubic Crystals . . .
    The simulation aims to visualize the magnetic anisotropy energy surface for cubic crystals This simulation can visualize the magnetic anisotropy energy surface of 3 types of cubic crystals, namely simple cubic, body-centered cubic, and face-centered cubic





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