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首页> 外文期刊>The European Physical Journal Special Topics >Computer simulations of structure, dynamics, and phase behavior of colloidal fluids in confined geometry and under shear
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Computer simulations of structure, dynamics, and phase behavior of colloidal fluids in confined geometry and under shear

机译:在受限几何条件下和剪切作用下胶体流体的结构,动力学和相行为的计算机模拟

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摘要

Using computer simulations, colloidal systems in different external fields are investigated. Colloid-polymer mixtures, described in terms of the Asakura-Oosawa (AO) model, are considered under strong confinement. Both in cylindrical and spherical confinement, the demixing transition of the three-dimensional AO model is rounded and, using Monte Carlo simulations, we analyze in detail the consequences of this rounding (occurrence of multi-domain states in cylindrical geometry, non-equivalence of conjugate ensembles due to different finite-size corrections in spherical geometry etc.). For the case of the AO model confined between two parallel walls, spinodal decomposition is studied using a combination of molecular dynamics simulation and the multiparticle collision dynamics method. This allows us to investigate the influence of hydrodynamic interactions on the domain growth during spinodal decomposition. For a binary glass-forming Yukawa mixture, non-linear active micro-rheology is considered, i.e. a single particle is pulled through a deeply supercooled liquid. The diffusion dynamics of the pulled particle is analyzed in terms of the van Hove correlation function. Finally, the Yukawa mixture in the glass state, confined between walls, is studied under the imposition of a uniform shear stress. Below and around the yield stress, persistent creep in the form of shear-banded structures is observed.
机译:使用计算机模拟,研究了不同外部领域中的胶体系统。考虑到Asakura-Oosawa(AO)模型描述的胶体-聚合物混合物受到严格限制。在圆柱和球形约束中,对三维AO模型的混合过渡均进行了舍入,并且使用蒙特卡洛模拟,我们详细分析了这种舍入的结果(圆柱几何中出现多域态,共轭合奏是由于球形几何形状等中的有限大小校正不同而引起的)。对于局限于两个平行壁之间的AO模型,结合分子动力学模拟和多粒子碰撞动力学方法研究了旋节线分解。这使我们能够研究旋节线分解过程中水动力相互作用对畴生长的影响。对于形成二元玻璃的汤河混合物,考虑了非线性活性微观流变学,即将单个颗粒拉过深过冷的液体。根据van Hove相关函数分析了被拉动粒子的扩散动力学。最后,研究了在均匀剪应力的作用下,玻璃态的汤河混合物在壁之间的分布。在屈服应力以下和附近,观察到剪切带状结构形式的持续蠕变。

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  • 来源
    《The European Physical Journal Special Topics 》 |2013年第11期| 2787-2801| 共15页
  • 作者单位

    Institut für Physik Johannes-Gutenberg-Universität Mainz">(1);

    Institut für Physik Johannes-Gutenberg-Universität Mainz">(1);

    Institut für Physik Johannes-Gutenberg-Universität Mainz">(1);

    Institut für Theoretische Physik II Heinrich-Heine-Universität Düsseldorf">(2);

    Institut für Physik Johannes-Gutenberg-Universität Mainz">(1);

    Institut für Physik Johannes-Gutenberg-Universität Mainz">(1);

    Institut für Theoretische Physik II Heinrich-Heine-Universität Düsseldorf">(2);

    Institut für Physik Johannes-Gutenberg-Universität Mainz">(1);

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