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Phase behavior of dipolar fluids and ion-dipole mixtures, and surface diffusion of adsorbed polymers.

机译:偶极流体和离子-偶极混合物的相行为以及吸附的聚合物的表面扩散。

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摘要

Dipole moments are ubiquitous in nature. Studying dipole moments is the first step toward understanding phase behavior of various colloids with strong dipole moments. Since the Dipolar Hard Sphere fluid (DHS) is the simplest model described by dipolar interactions, studying this model is fundamentally important for understanding the structures and thermodynamics of polar fluids. A variety of unsolved scientific questions arises when the dimensionality of this model is changed and when other species are introduced in this model. Finally, the last part of this dissertation discusses the diffusion behavior of adsorbed polymers over the full concentration range.;In Chapter 2, I study the phase behavior of dipolar fluids by means of Monte Carlo simulations. My goal in this chapter is to examine the possibility of phase separation in a dipolar fluid system and to use quantitative structural information to shed light on this controversy. How dimensionality affects the phase behavior of dipolar fluids is also an interesting question. Thus, in Chapter 3, I examine the possibility of phase separation in quasi-2-dimensional dipolar fluids. In Chapter 4, I proceed to binary systems. Since I have excluded the possibility of phase separation in the DHS system and it is well known that the RPM system exhibits phase separation, these results naturally lead to the question whether phase separation takes place in mixtures that contain ions as well as dipolar particles. I map out the phase diagrams by varying the strength ratio of the dipolar to the ionic interaction and I also locate the critical points.;In Chapter 5, I turn to a rather different research topic, namely the dynamics of adsorbed polymers. I employ molecular dynamics to investigate the relation between surface diffusion and conformation of adsorbed polymers over the full coverage range.
机译:偶极矩本质上无处不在。研究偶极矩是了解具有强偶极矩的各种胶体的相行为的第一步。由于偶极硬球流体(DHS)是偶极相互作用描述的最简单的模型,因此研究该模型对于理解极性流体的结构和热力学至关重要。当改变该模型的尺寸并在该模型中引入其他物种时,会出现许多未解决的科学问题。最后,本文的最后一部分讨论了吸附聚合物在整个浓度范围内的扩散行为。在第二章中,我通过蒙特卡洛模拟研究了偶极流体的相行为。我在本章中的目标是研究偶极流体系统中相分离的可能性,并使用定量的结构信息来阐明这一争议。尺寸如何影响偶极流体的相行为也是一个有趣的问题。因此,在第3章中,我研究了准二维偶极流体中相分离的可能性。在第4章中,我将继续学习二进制系统。由于我已经排除了DHS系统中发生相分离的可能性,并且众所周知RPM系统表现出相分离,因此这些结果自然引发了这样一个问题,即是否在包含离子和偶极粒子的混合物中发生了相分离。我通过改变偶极子与离子相互作用的强度比来绘制相图,并确定了临界点。在第5章中,我转向了一个相当不同的研究主题,即吸附聚合物的动力学。我利用分子动力学研究了在整个覆盖范围内表面扩散与吸附的聚合物构象之间的关系。

著录项

  • 作者

    Roh, Won Ki.;

  • 作者单位

    University of Illinois at Urbana-Champaign.;

  • 授予单位 University of Illinois at Urbana-Champaign.;
  • 学科 Engineering Materials Science.
  • 学位 Ph.D.
  • 年度 2010
  • 页码 69 p.
  • 总页数 69
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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