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Kinetics of atom transfer radical polymerization.

机译:原子转移自由基聚合的动力学。

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摘要

Atom transfer radical polymerization (ATRP) is a powerful controlled radical polymerization (CRP) technique that provides control over topology, composition, microstructure, and functionality of polymeric materials. Kinetic study has become very important to understand the nature of ATRP and to develop new catalysts and predict catalytic activity. Investigation of structure-reactivity relationship for various catalysts and initiators is of particular interest through the determination of the equilibrium constant (K ATRP), activation rate constant (kact) and deactivation rate constant (kdeact). Some simulations have also been used to analyze specific ATRP systems (Chapter 1).; Previously, most literature data on kinetic and thermodynamic parameters were determined under various conditions. There was even no precise way to determine equilibrium constants. Simulations of ATRP have been only applied to the ideal normal ATRP case but not those developed in recent years (Chapter 1).; The main goal of the research presented here is to solve some basic kinetic problems for ATRP. In Chapter 2, new equations for determination of the ATRP equilibrium constants are described. These equations enabled the precise measurements of KATRP with values ranging from 10-11 to 10-3. With the newly determined K ATRP, values, comparison and prediction of catalyst activities becomes possible. The values of kdeact were also calculated based on the kact from Chapter 3.; Values of KATRP determine the position of equilibrium, but how fast the equilibrium is established. Determination of the activation rate constant (kact) would elucidate this question. In Chapter 3, several methods are presented to determine values of kact. Their values were also examined for various ligands, initiators, solvents, temperatures, counterions and other conditions.; Values for KATRP, k act, kdeact obtained from Chapters 2 and 3 establish the basis for the kinetic simulations of any ATRP systems. In Chapter 4, simulations are carried out for various ATRP systems. Kinetic modeling was also applied to the nitroxide mediated polymerization (NMP) chain extension from macroinitiator via activator regenerated by electron transfer (ARGET) ATRP. Detailed kinetic analysis was also carried out for the Cu(0) initiated ATRP through modeling (Chapter 5).; Mechanistic and kinetic study helps to find the optimal conditions for new ATRP reactions. Two detailed examples are given in Chapter 6. The first example illustrates the identification the right conditions to prepare high molecular weight polyacrylonitrile via ARGET ATRP. The second example gives the analysis the mechanism and also seeks the appropriate conditions for synthesis of polyacrylamides using Cu(I) or Cu(0).
机译:原子转移自由基聚合(ATRP)是一种功能强大的受控自由基聚合(CRP)技术,可控制聚合材料的拓扑结构,组成,微观结构和功能。动力学研究对于理解ATRP的性质以及开发新的催化剂并预测催化活性已经变得非常重要。通过确定平衡常数(K ATRP),活化速率常数(kact)和失活速率常数(kdeact),研究各种催化剂和引发剂的结构反应性关系尤为重要。一些模拟也已用于分析特定的ATRP系统(第1章)。以前,有关动力学和热力学参数的大多数文献数据都是在各种条件下确定的。甚至没有确定平衡常数的精确方法。 ATRP的模拟仅适用于理想的正常ATRP情况,而不适用于近年来发展的模拟(第1章)。这里提出的研究的主要目的是解决ATRP的一些基本动力学问题。在第2章中,介绍了用于确定ATRP平衡常数的新公式。这些方程式可以精确测量KATRP,其值范围为10-11至10-3。使用新确定的K ATRP,可以进行催化剂活性的值,比较和预测。 kdeact的值也基于第3章中的kact进行计算。 KATRP的值确定平衡的位置,但建立平衡的速度。确定活化速率常数(kact)将阐明这个问题。在第3章中,介绍了几种确定kact值的方法。还检查了它们的值,以了解各种配体,引发剂,溶剂,温度,抗衡离子和其他条件。从第2章和第3章获得的KATRP,k act,kdeact值为任何ATRP系统的动力学仿真奠定了基础。在第4章中,对各种ATRP系统进行了仿真。动力学建模还应用于大分子引发剂通过电子转移(ARGET)ATRP再生的活化剂对硝基氧介导的聚合(NMP)链的延伸。还通过建模(第5章)对Cu(0)引发的ATRP进行了详细的动力学分析。力学和动力学研究有助于找到新的ATRP反应的最佳条件。第6章给出了两个详细的示例。第一个示例说明了通过ARGET ATRP制备高分子量聚丙烯腈的正确条件的识别。第二个例子给出了分析的机理,并为使用Cu(I)或Cu(0)合成聚丙烯酰胺寻求了合适的条件。

著录项

  • 作者

    Tang, Wei.;

  • 作者单位

    Carnegie Mellon University.;

  • 授予单位 Carnegie Mellon University.;
  • 学科 Chemistry Polymer.; Engineering Chemical.
  • 学位 Ph.D.
  • 年度 2008
  • 页码 304 p.
  • 总页数 304
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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