期刊文献+

尺寸对椭圆钴纳米环磁特性的影响

The Size Effects of the Magnetic Properties for Ellipse Co Nanorings
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摘要 利用Monte-Carlo方法模拟了不同长、短轴以及不同内径的椭圆钴纳米环的磁特性.模拟结果表明:对于偏心率较小的椭圆钴纳米环,当内径不大时,系统的磁滞回线与圆形钴纳米环的磁滞回线相当类似;当内径较大时,系统的磁滞回线与圆形钴纳米环的结果有很大的不同.当椭圆的偏心率增大时,由于存在较多的过渡状态,系统磁滞回线的台阶变得更为平滑,这可以通过系统的磁化过程进行解释.当椭圆的偏心率较大时,由于出现了大量的过渡状态,系统的磁滞回线呈现的台阶变得更加平滑. Base on the Monte-Carlo simulation, the effect of different major axis, minor axis and interior diameter for ellipse Co nanorings are studied. It is found that magnetic hys-teresis loop of ellipse Co nanorings and circular Co nanorings are similar when eccentricity and interior diameter is less. However, there is a big difference between magnetic hysteresis loop of ellipse Co nanorings and circular Co nanorings when eccentricity is less and interior diameter is bigger. When eccentricity is augmented, step of magnetic hysteresis loop become smooth because of more transitional states. These phenomena can be explained by magneti- zation process. If eccentricity is increasing, a lot of transitional states are observed and step of magnetic hysteresis loop become smoother.
出处 《福建师范大学学报(自然科学版)》 CAS CSCD 北大核心 2012年第6期52-55,59,共5页 Journal of Fujian Normal University:Natural Science Edition
基金 国家自然科学基金资助项目(11004039 11004031) 福建省自然科学基金资助项目(2010J01277 2012J01003) 福建省教育厅资助项目(JA10086 JB11024) 福建省大学生创新实验计划项目(Fjnu2011-004 BKL2011-010 cxxl-078)
关键词 椭圆钴纳米环 MONTE-CARLO方法 偏心率 内径 磁特性 ellipse Co nanorings Monte-Carlo simulation eccentricity interior diameter magnetic properties
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  • 1Jain S, Wang C C, Adeyeye A. O Magnetoresistance behavior of ferromagnetic nanorings in a ring-wire hybrid configuration [J]. Nanotechnology,2008, 19 (8): 5302--5305.
  • 2Kim Sarah, Jung Jae-woo, Lee Tac-soo, et al. Large area asymmetric ferromagnetic nanoring arrays fabricated by capillary [J]. Electronic Materials Letters, 2012, 8 (1): 71--74.
  • 3Hu Ming-jun, Yu Shu-hong. University of science and technology of China success in making bracelets shape Ni-Co alloy flux closed nanorings [J]. Journal of the American Chemical Society, 2008, 1:30 (35): 11606--11607.
  • 4Fan Hai-ming, Malini Olivo, Borys Shuter, et al. Quantum dot capped magnetite nanorings as high performance nanoprobe for multiphoton fluorescence and magnetic resonance imaging[J]. J Am Chem Soc, 2010,132 (42): 14803 --14811.
  • 5He K, Smith D J, McCartney, et al. Effects of vortex chirality and shape anisotropy on magnetization reversal of Co nanorings (invited) [J]. J Appl Phys, 2010, 107 (9): 09D307 (1--6).
  • 6Rothman J, Klaui M, Lopez-Diazl L, et al. Observation of a Bi-domain state and nucleation free switching in meso- scopic ring magnets[J]. Phys Rev Lett, 2001 (86):1098--1101.
  • 7Singh N, Goolaup S, Tan W, et al. Micromagneties of derivative ring-shaped nanomagnets [J]. Phys Rev B, 2007, 75: 104407--104413.
  • 8Li Y, Wang T X. The role of dipolar interactions for the magnetic properties of ferromagnetic nanoring [J]. Journal of Magnetism and Magnetic Materials, 2010, 322 (18): 2773--2776.
  • 9Lin Zhiqin, Zhong Kehua, Ye Qingyin, et al. The size effects of the magnetic properties for the 200 nm Co nano- rings: Monte Carlo simulation [C].//Nanoelectronics Conference, 2008. 2nd IEEE International, 2008: 677--680.
  • 10林枝钦,叶晴莹,钟克华,黄志高.不对称钴纳米环磁特性及涡旋态控制的蒙特卡罗模拟[J].计算物理,2010,27(1):143-149. 被引量:5

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