二维铁磁纳米颗粒阵列的有序研究:计算机模拟

IF 1.4 Q4 MATERIALS SCIENCE, MULTIDISCIPLINARY
Sergey V. Belim
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引用次数: 0

摘要

& lt; abstract>本文通过计算机模拟描述了二维铁磁性纳米颗粒阵列的排序。海森堡模型模拟了纳米粒子中自旋的行为。纳米粒子通过偶极-偶极力相互作用。计算机模拟采用蒙特卡罗方法和Metropolis算法。在系统中检测到纳米粒子磁矩的两种可能的排序类型。纳米粒子的磁各向异性方向决定了其有序类型。如果各向异性方向垂直于衬底平面,则可以实现交错磁化的超反铁磁相。如果磁各向异性在纳米颗粒平面上取向,则超反铁磁相具有不同的结构。纳米粒子阵列被分解成平行于各向异性取向的链。在一条纳米颗粒链中,磁矩以同样的方式定向。纳米颗粒的磁矩在相邻链中定向相反。基于有限维标度理论计算了相变温度。对于两种类型的超反铁磁跃迁,温度线性依赖于偶极子-偶极子相互作用的强度。& lt; / abstract>
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Study of ordering in 2D ferromagnetic nanoparticles arrays: Computer simulation

This article describes ordering in a 2D ferromagnetic nanoparticles array by computer simulation. The Heisenberg model simulates the behavior of spins in nanoparticles. Nanoparticles interact using dipole-dipole forces. Computer simulations use the Monte Carlo method and Metropolis algorithm. Two possible types of ordering for the nanoparticles' magnetic moments are detected in the system. The magnetic anisotropy direction for the nanoparticles determines the type of ordering. If the anisotropy direction is oriented perpendicular to the substrate plane, then a superantiferromagnetic phase with staggered magnetization is realized. If the magnetic anisotropy is oriented in the nanoparticle plane, the superantiferromagnetic phase has a different structure. The nanoparticle array is broken into chains parallel to the anisotropy orientations. In one chain of nanoparticles, magnetic moments are oriented in the same way. The magnetic moments of the nanoparticles are oriented oppositely in neighbor chains. The temperature of phase transitions is calculated based on finite dimensional scaling theory. Temperature depends linearly on the intensity of the dipole-dipole interaction for both types of superantiferromagnetic transition.

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来源期刊
AIMS Materials Science
AIMS Materials Science MATERIALS SCIENCE, MULTIDISCIPLINARY-
CiteScore
3.60
自引率
0.00%
发文量
33
审稿时长
4 weeks
期刊介绍: AIMS Materials Science welcomes, but not limited to, the papers from the following topics: · Biological materials · Ceramics · Composite materials · Magnetic materials · Medical implant materials · New properties of materials · Nanoscience and nanotechnology · Polymers · Thin films.
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