基于Monte Carlo模拟,研究了准二维4×4量子点阵列中交换相互作用常数J、偶极相互作用常数D、磁晶各向异性常数K对自旋组态和相关磁特性的影响.模拟结果表明,量子点阵列和单个量子点表现出完全不同的磁特性,即量子点阵列表现为顺磁性,而单个量子点则为铁磁性;分析不同外磁场下体系自旋组态的变化可以很好地解释模拟结果.
In this paper,an in - plane quasi two - dimensional 4×4 quantum dot array (QDA) has been considered. Base on Monte Carlo simulation,the effect of exchange interaction constant J,dipolar inter-action constant D,magnetic anisotropy constant K on spin configuration and magnetic properties of QDA have been studied. The simulated results indicate that the magnetization curves of QDA and single quan-tum dot (SQD) show very different behavior. QDA shows paramagnetic phase,but SQD in QDA shows ferromagnetic phase below Tc. The simulated results may be well explained by analyzing vary of spin con-figuration in difference magnetic field.
参考文献
[1] | Ashoori R C .Electrons in artificial atoms[J].Nature,1996,379:413-419. |
[2] | McEuen PL .Artificial atoms:new boxes for electrons[J].Science,1997,278:1729-1730. |
[3] | Maksym P A;Chakraborty T .Quantum dots in a magnetic field:role of electron-electron interactions[J].Physical Review Letters,1990,65:108-111. |
[4] | Chakraborty T .Comments Condens,Physics of artificial atoms:quantum dots in a magnetic field[J].Matter Phys,1992,16:35-68. |
[5] | Climente J I;planelles J;Movilla J I .Magnetization of nanoscopic quantum tings and dots[J].Physical Review B:Condensed Matter,2004,70:0813011-0813014. |
[6] | Simon C. Benjamin;Neil F. Johnson .A Possible nanometer-scale computing device based on an adding cellular automaton[J].Applied physics letters,1997(17/20):2321-2323. |
[7] | Bromwich TJ;Kohn A;Petford-Long AK;Kasama T;Dunin-Borkowski RE;Newcomb SB;Ross CA .Remanent magnetization states and interactions in square arrays of 100-nm cobalt dots measured using transmission electron microscopy[J].Journal of Applied Physics,2005(5):3909-1-3909-8-0. |
[8] | Oosterkamp TH.;Uilenreef MJ.;Nazarov YV.;van der Vaart NC. Kouwenhoven LP.;Godijn SF. .Changes in the magnetization of a double quantum dot[J].Physical review letters,1998(22):4951-4954. |
[9] | Bogachek E N;Scherbakov A G;Uzi Landman .Temperature scales of magnetization oscillation in an asymmectric quantum dot[J].Physical Review B:Condensed Matter,2001,63:115323_1-7. |
[10] | Malkinski L.;Camley RE.;Celinski Z.;Winningham TA.;Whipple SG. Douglas K. .Hexagonal lattice of 10-nm magnetic dots[J].Journal of Applied Physics,2003(10 Pt.2):7325-7327. |
[11] | Zhigao Huang;Zhigao Chen;Fengming Zhang;Youwei Du .Magnetization and configurational anisotropy in magnetic clusters: Monte Carlo simulation[J].The European physical journal, B. Condensed matter physics,2004(2):177-185. |
[12] | Huang Z;Chen Z;Li S;Feng Q;Zhang F;Du Y .Effects of size and surface anisotropy on thermal magnetization and hysteresis in the magnetic clusters[J].The European physical journal, B. Condensed matter physics,2006(1):65-73. |
[13] | Zhigao Huang;Qian Feng;Zhigao Chen;Shuiyuan Chen;Youwei Du .Surface and size effects of magnetic properties in ferromagnetic nanoparticles[J].Microelectronic engineering,2003(1/4):128-135. |
[14] | Huang ZG;Chen ZG;Jiang LQ;Ye QY;Wu QY .Monte Carlo simulation of magnetization and coercivity of free magnetic clusters[J].Chinese physics,2006(7):1602-1610. |
[15] | Zhigao Huang;Zhigao Chen;Yan Xiao et al.Magneic phase transition and size effect in thin magnetic film[J].Materials Science and Engineering B:Solid State Materials for Advanced Technology,2003,99:536-540. |
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