Finite-size and surface effects in maghemite nanoparticles: Monte Carlo simulations

被引:232
|
作者
Iglesias, O [1 ]
Labarta, A [1 ]
机构
[1] Univ Barcelona, Dept Fis Fonamental, E-08028 Barcelona, Spain
来源
PHYSICAL REVIEW B | 2001年 / 63卷 / 18期
关键词
D O I
10.1103/PhysRevB.63.184416
中图分类号
T [工业技术];
学科分类号
08 ;
摘要
Finite-size and surface effects in tine particle systems are investigated by Monte Carlo simulation of a model of a gamma -Fe2O3 (maghemite) single particle. Periodic boundary conditions for a large enough system have been used to simulate the bulk properties and the results compared with those for a spherical shaped particle with free boundaries to evidence the role played by the surface on the anomalous magnetic properties displayed by these systems at low temperatures. Several outcomes of the model are in qualitative agreement with the experimental findings. A reduction of the magnetic ordering temperature. spontaneous magnetization, and coercive field is observed as the particle size is decreased. Moreover. the hysteresis loops become elongated with high values of the differential susceptibility, resembling those from frustrated or disordered systems. These facts are a consequence of the formation of a surface layer with higher degree of magnetic disorder than the core, which, for small sizes, dominates the magnetization processes of the particle. However, in contradiction with the assumptions of some authors, our model does not predict the freezing of the surface layer into a spin-glass-like state. The results indicate that magnetic disorder at the surface simply facilitates the thermal demagnetization of the particle at zero field, while the magnetization is increased at moderate fields, since surface disorder diminishes ferrimagnetic correlations within the particle. The change in shape of the hysteresis loops with the particle size demonstrates that the reversal mode is strongly influenced by the reduced atomic coordination and disorder at the surface.
引用
收藏
页数:11
相关论文
共 50 条
  • [41] Surface plasmon polariton scattering by finite-size nanoparticles
    Evlyukhin, A. B.
    Brucoli, G.
    Martin-Moreno, L.
    Bozhevolnyi, S. I.
    Garcia-Vidal, F. J.
    PHYSICAL REVIEW B, 2007, 76 (07):
  • [42] MONTE-CARLO STUDY OF ADSORPTION ON HETEROGENEOUS SURFACES - FINITE-SIZE AND BOUNDARY EFFECTS IN LOCALIZED MONOLAYERS
    PATRYKIEJEW, A
    LANGMUIR, 1993, 9 (10) : 2562 - 2568
  • [43] Momentum-space finite-size corrections for quantum Monte Carlo calculations
    Gaudoin, R.
    Gurtubay, I. G.
    Pitarke, J. M.
    PHYSICAL REVIEW B, 2012, 85 (12):
  • [44] FINITE-SIZE AND SURFACE EFFECTS IN HEISENBERG FILMS
    RITCHIE, DS
    FISHER, ME
    PHYSICAL REVIEW B, 1973, 7 (01): : 480 - 494
  • [45] Corrections to finite-size scaling in the 3D Ising model based on nonperturbative approaches and Monte Carlo simulations
    Kaupuzs, J.
    Melnik, R. V. N.
    Rimsans, J.
    INTERNATIONAL JOURNAL OF MODERN PHYSICS C, 2017, 28 (04):
  • [46] Finite-size scaling of mutual information in Monte Carlo simulations: Application to the spin-1/2 XXZ model
    Melko, Roger G.
    Kallin, Ann B.
    Hastings, Matthew B.
    PHYSICAL REVIEW B, 2010, 82 (10):
  • [47] FINITE-SIZE EFFECTS IN KINETIC PHASE-TRANSITIONS OF A MODEL REACTION ON A FRACTAL SURFACE - SCALING APPROACH AND MONTE-CARLO INVESTIGATION
    ALBANO, EV
    PHYSICAL REVIEW B, 1990, 42 (16): : 10818 - 10821
  • [48] Coexistence region and finite size scaling in microcanonical Monte Carlo simulations
    Ota, S
    Ota, SB
    Torasia, S
    SOLID STATE PHYSICS, VOL 41, 1998, 1999, : 162 - 163
  • [49] FINITE-SIZE EFFECTS AND APPROACH TO CRITICALITY IN GIBBS ENSEMBLE SIMULATIONS
    RECHT, JR
    PANAGIOTOPOULOS, AZ
    MOLECULAR PHYSICS, 1993, 80 (04) : 843 - 852
  • [50] Effects of size for an assembly of core-shell nanoparticles with the cubic structure: Monte Carlo simulations
    Kadiri, A.
    Ngantso, G. Dimitri
    Tamerd, M. Ait
    Kumar, Ravinder
    Arejdal, M.
    Abbassi, A.
    El Amraoui, Y.
    Ez-Zahraouy, H.
    Benyoussef, A.
    SOLID STATE COMMUNICATIONS, 2022, 352