Iron-based nanoparticles and grains
A nanoparticle, iron-based technology, applied in the fields of nanomagnetism, nanotechnology, nanotechnology, etc., can solve problems such as difficulty in manufacturing
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Embodiment 1
[0092] Using the equation H C =H S (1-P) Calculate Fe for changing particle size 16 N 2 Coercivity H of ellipsoidal particles C . The shape anisotropy H S =4π·ΔN·M S , where M S is the saturation magnetization (Fe 16 N 2 is 200emu / g). ΔN=N a -N c is the difference in demagnetization factor between the longitudinal and transverse directions of the particle. The packing factor P=0.52 for a compact simple cubic packed ellipsoid. The coercive force depends on the ratio of the particle length (c) to the particle diameter (a), as shown in Table 1.
[0093] Table 1
[0094] c / a ΔN h S (Oe)
Embodiment 2
[0096] For varying particle sizes, Fe including a nonmagnetic shell of thickness h is calculated using the equation 16 N 2 Coercivity H of ellipsoidal particles C , where a, b, and c are the three ellipsoid diameters. The fill factor P is calculated using Equation 1.
[0097] Formula 1
[0098] The coercivity depends on a, b, c and h as shown in Table 2.
[0099] Table 2
[0100]
Embodiment 3
[0102] Through the ellipsoidal Fe 16 N 2 The core-shell nanoparticles of the examples were fabricated by sputtering an antiferromagnetic MnN shell on the core. The magnetization behavior of the example core-shell nanoparticles was investigated. Figure 9 is a schematic illustration for containing Fe 16 N 2 Hysteresis loop plot of the magnetization versus the applied magnetic field at room temperature for example nanoparticles of core and MnN shell. A relatively high coercive force of about 1605 Oe is achieved.
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