Monte Carlo simulation of microstructure evolution in biphasic-systems

被引:7
|
作者
Bellucci, Devis [1 ]
Cannillo, Valeria [1 ]
Sola, Antonella [1 ]
机构
[1] Univ Modena & Reggio Emilia, Dipartimento Ingn Mat & Ambiente, I-41100 Modena, Italy
关键词
Grain growth; Grain boundaries; Grain size; Monte Carlo simulations; ABNORMAL GRAIN-GROWTH; COMPUTER-SIMULATION; POTTS-MODEL; RECRYSTALLIZATION; NUCLEATION; DIMENSIONS; KINETICS; LATTICE;
D O I
10.1016/j.ceramint.2010.05.006
中图分类号
TQ174 [陶瓷工业]; TB3 [工程材料学];
学科分类号
0805 ; 080502 ;
摘要
Over the past few decades, a variety of models have been proposed in order to investigate the grain growth kinetics and the development of crystallographic textures in polycrystalline materials. In particular, a full understanding of the microstructure evolution is a key issue for ceramic systems, since their mechanical or thermal behaviour is intimately related to their microstructure. Moreover, the development of appropriate simulative tools is crucial to reproduce, control and finally optimize the solid-state sintering process of ceramics. Monte Carlo simulations are particularly attractive because of their ability to reproduce the statistical behaviour of atoms and grain boundaries with time. However, Monte Carlo simulations applied to two-phase materials, such as many ceramic systems, result complex because both grain growth and diffusion processes should be taken into account. Here the Monte Carlo Potts model, which is widely used to investigate the crystallization kinetics for monophasic systems, is modified and extended to biphasic ones. The proposed model maps the microstructure onto a discrete lattice. Each lattice element contains a number representing its phase and its crystallographic orientation. The grain formation and growth are simulated by appropriate switching and reorientation attempts involving the lattice elements. The effect of temperature is also discussed. (C) 2010 Elsevier Ltd and Techna Group S.r.l. All rights reserved.
引用
收藏
页码:1983 / 1988
页数:6
相关论文
共 50 条
  • [31] Monte carlo based strategy to simulate the microstructure evolution of the short-fiber reinforced metal matrix composites
    Chao, Xujiang
    Qi, Lehua
    Ma, Wenjing
    Ge, Jian
    Tian, Wenlong
    MATERIALS TODAY COMMUNICATIONS, 2022, 33
  • [32] Combined physical modeling and Monte Carlo simulation of recrystallization of hot deformed AA7020 aluminum alloy
    Eivani, Ali Reza
    Zhou, Jie
    Duszczyk, Jurek
    RECRYSTALLIZATION AND GRAIN GROWTH IV, 2012, 715-716 : 480 - +
  • [33] Parallelized hybrid Monte Carlo simulation of stress-induced texture evolution
    Zhang, Liangzhe
    Bartel, Timothy
    Lusk, Mark T.
    COMPUTATIONAL MATERIALS SCIENCE, 2010, 48 (02) : 419 - 425
  • [34] Design of grain oriented microstructure by the Monte Carlo simulation of sintering and isotropic grain growth
    Itahara, H
    Nomura, H
    Tani, T
    Matsubara, H
    JOURNAL OF THE CERAMIC SOCIETY OF JAPAN, 2003, 111 (08) : 548 - 554
  • [35] Simulation of Grain Growth in Porous Alumina Ceramics by Modified Monte Carlo Method
    Shen, Qianqian
    Xue, Jinbo
    Wang, Shuhua
    Liu, Xuguang
    Jia, Husheng
    JOURNAL OF COMPUTATIONAL AND THEORETICAL NANOSCIENCE, 2013, 10 (06) : 1483 - 1489
  • [36] Optimization of heating profile for densification of fuel pellets using Monte Carlo simulation
    Matsuda, Tetsushi
    Muta, Hiroaki
    Tanaka, Kosuke
    COMPUTATIONAL MATERIALS SCIENCE, 2017, 138 : 346 - 352
  • [37] Monte carlo study of the percolation in two-dimensional polymer systems
    Pawlowska, Monika
    Sikorski, Andrzej
    JOURNAL OF MOLECULAR MODELING, 2013, 19 (10) : 4251 - 4258
  • [38] Modified Monte Carlo method for grain growth simulation
    宋晓艳
    刘国权
    何宜柱
    Progress in Natural Science, 1998, (01) : 93 - 98
  • [39] Contact nucleation of steps: theory and Monte Carlo simulation
    van Enckevort, WJP
    JOURNAL OF CRYSTAL GROWTH, 2003, 259 (1-2) : 190 - 207
  • [40] Modified Monte Carlo method for grain growth simulation
    Song, XY
    Liu, GQ
    He, YZ
    PROGRESS IN NATURAL SCIENCE, 1998, 8 (01) : 92 - 97