High
performance magnetic materials are of immense industrial and scientific
importance in wide ranging electronic, electromechanical, and medical device
technologies. Metallic glasses, with fully amorphous structure, are
particularly suited for advanced soft-magnetic applications due to their
homogeneous and isotropic structure down to the atomic scale. However,
fundamental scientific understanding of spin-exchange interaction between the
metal and metalloid atoms (that typically constitute a metallic glass) and the
resulting desirable magnetic behavior is lacking. Using an integrated
experimental and molecular dynamic approach, we demonstrate the mechanism of
electron interaction between transition metals and metalloids which results in
the enhanced magnetic properties of amorphous metallic alloys. Spin-exchange
interactions were investigated for a Fe-Co metallic glass system of composition
[(Co1−xFex)0.75B0.2Si0.05]96Cr4. The saturation magnetization was found
to increase with increasing Fe concentration. Ab-initio molecular dynamics
simulation was used to identify the ferromagnetic/anti-ferromagnetic
interaction between the transition metals and metalloids. The overlapping
band-structure and density of states represent “Stoner type” magnetization for
the amorphous alloys in contrast to “Heisenberg type” in crystalline iron. The
enhancement of magnetization by increasing iron was attributed to the
interaction between Fe 3d and B 2p bands, which was further validated by
valence-band study.
Recent research on
engineered magnetic materials is primarily driven by cutting-edge technologies
in magnetic storage, electro-magnetic shielding, magnetic flux-gate sensors,
magnetic switches, micro-electromechanical systems (MEMS), and medical devices. Amorphous metals are particularly of interest in this regard due to
their grain boundary-free isotropic structure, which results in exceptional magnetic
properties. This paper deals with the issue with a good back-up of DFT calculations.
J. Phys. – Cond. Matter, Vol. 28 (2016) 216003 (9 pages)