缩聚反应的统计力学和反应动力学理论

以两类典型的缩聚反应为例,研究了缩聚反应的统计理论和反应动力学理论之间的内在联系,给出反应程度与平衡反应动力学常数以及聚合反应自由能之间的关系.在此基础上,借助于聚合反应平衡常数使一些平均高分子物理量的表征得以简化.从热力学角度进一步研究了温度和压力等热力学量对反应体系的影响.     

缩聚反应中体系反应程度与数均聚合度关系的推导

从反应程度和聚合度的定义出发,推导出了反应体系的反应程度ps和数均聚合度Xn之间简单的函数关系式:Xn=1/(1-ps),并给出了非过量官能团的反应程度ps和体系反应程度ps之间的关系:ps=2rpa/(1+r),深化了对反应程度概念以及反应程度与数均聚合度关系的理解和认识。     

ABg型超支化反应体系的平衡统计特征

应用统计力学原理, 从两种不同角度对ABg型超支化反应体系中的平衡特征进行研究, 得到该体系平衡自由能以及反应程度与热力学量之间关系的解析表达式. 进一步指出获得超支化高分子数量分布函数的两种新方法, 并结合改进的高分子格子流体理论探讨了聚合反应对体系状态方程的影响.     

氢键簇生长的反应动力学和统计力学理论

分析氢键的形成机理与缩聚反应在统计意义下的相似性,以AaDd型氢键体系为例,分别应用反应动力学方法和统计力学理论研究了氢键簇的生长过程.两种方法给出的结果一致,由此说明,高分子反应统计力学理论可以用来研究氢键体系.然后,给出了AaDd型氢键体系中质子给体和受体官能团的反应程度与体系Gibbs自由能等热力学量之间的解析表达式.进一步预言一些氢键体系可以发生溶胶-凝胶相转变现象,并给出可以描述相变过程的广义标度律.     

从反应步数推导缩聚反应聚合度计算公式

聚合度计算是缩聚反应学习的重要内容之一.本文从聚合度的定义出发,根据反应步数与聚合物分子数之间的关系,简易地推导了线型缩聚2-2型单体体系a-A-a+b-B-6、2-2+1型单体体系a-A-a+b-B-b+C-b以及2+1型单体体系a-A-b+C-6达到一定反应程度时统一形式的数均聚合度计算公式:n=(1+r)/(1+...     

反应诱导相分离过程的超声波在线跟踪

利用高频超声波对多相体系的界面Rayleigh散射作用实现了反应诱导相分离过程的在线跟踪.新技术用来跟踪环氧树脂在聚乙二醇介质中的固化反应,研究体系在不同浓度、不同反应介质、不同固化剂用量以及不同反应温度下的相分离过程.在对旋节线相分离模式深入分析的基础上,提出了双函数模型来描述相分离过程.将超声波散射强度与相分离速率函数以及相离散速率函数相结合,所得到的数学模型合理解释了超声波跟踪数据.跟踪技术发现,反应体系的浓度对相分离的速率和相结构的离散程度有很大影响,高浓度下的固化反应抑制了相分离,使相结构保持高的连续性;在高浓度和PEG2000介质中发现了l(t)滞后现象,证明了旋节线相分离的分离机理;环氧树脂与固化剂重量比为4/1时,相分离达到最佳状态;升高反应温度,固化反应速率提高快于相分离速率的提高,相分离被固化反应所抑制.新的技术将散射强度与微相结构中的离散程度对应起来,从而能实时分析相分离过程中微相结构的变化过程,为相分离的控制提供实验依据.     

环氧基笼型倍半硅氧烷/4,4'-二氨基二苯砜体系的等温固化动力学

应用等温差示扫描量热法研究了4,4'-二氨基二苯砜(DDS)固化笼型倍半硅氧烷环氧树脂(POSSER)体系的反应动力学,测定了固化反应热,得出了不同温度下固化反应程度与反应时间、固化反应速率与反应时间的关系曲线,通过非线性拟合得到固化反应速率与反应程度的关系曲线.结果表明,固化反应在体系的玻璃化转变温度以上进行,等温固化反应遵从自催化反应机理,用Kamal方程可很好地描述不同温度下固化反应的自催化过程,拟合得到其反应动力学参数k1、k2、m、n,k1和k2对应的固化反应的表观活化能分别为79.67和59.84 kJ/mol.     

相形态对聚合物反应共混过程的影响

通过采用典型的热力学不相容共混体系聚烯烃弹性体/聚苯乙烯(POE/PS),利用流变学和形态研究的方法,考察了不同相形态(海岛结构和双连续结构)对聚合物反应共混过程的影响.研究发现相形态对聚合物原位增容共混反应有显著的影响,界面反应的进程与界面形态的变化能力直接相关.对于双连续结构的共混物,其形态稳定性最差,因而最有利于界面反应的发生;而在海岛结构的共混体系中,界面反应的进程则取决于界面变形的难易程度,黏度比小的体系更容易发生界面反应。     

美拉德反应的研究进展

美拉德反应主要指还原糖与氨基酸、蛋白质之间的复杂反应,它与食品加工、疾病生理过程等有重要关系.除该反应对食品品质影响的研究仍在进行外,近来美拉德反应的研究更多地集中在蛋白质交联、类黑素、动力学以及丙烯酰胺等与人类健康关系更密切的方面,本文从这些方面综述了美拉德反应的进展.     

降解水中有机毒物的新型反应体系研究

利用空气中的氧电化学合成H₂O₂,制备具有较高电流效率的空气电极.将空气电极用于构成降解有机毒物的新型反应体系电化学氧化体系、光激发氧化剂氧化体系和光电-Fenton氧化体系.实验测量了H₂O₂在不同体系不同条件下的分解速率,并与相应的传统式体系作了比较.实验测量了苯胺在新型体系中的矿化反应速率,发现H₂O₂的分解速率与苯胺的矿化速率有良好的平行关系,其中H₂O₂分解速率最快的光电-Fenton体系是氧化降解有机分子的最佳体系.通过光电-Fenton体系和光-Fenton体系的比较,揭示了空气电极/溶液界面在光电-Fenton体系中所起的重要作用.初步讨论了苯胺分子在光电-Fenton体系中矿化反应的机制.     

Statistical and thermodynamic properties of binary self-condensing vinyl polymerization

The thermodynamic properties of a binary self-condensing vinyl polymerization system consisting of monomers and inimers are investigated by the principle of statistical mechanics.In detail,in terms of two types of canonical partition functions constructed from different viewpoints,the equilibrium free energy,the law of mass action and the size distribution of hyperbranched polymers are obtained.As an application,the specific heat,equation of state and isothermal compressibility concerning the polymerization...     

二元自缩合乙烯基聚合反应体系的统计热力学

应用统计力学原理对二元自缩合乙烯基聚合反应体系(由单体和引发单体组成)的统计热力学特征予以研究.首先从两种不同的角度给出与聚合反应相应的配分函数,据此得到反应体系的平衡自由能、质量作用定律以及超支化高分子的数量分布函数,进而计算了体系的比热和等温压缩系数等热力学量.进一步研究了超支化高分子的空间尺度,给出反应体系k次均方回转半径的递推公式,计算了各种不同溶剂条件下的均方回转半径,指出引发单体分数、反应程度和溶剂效应对超支化高分子空间尺度的影响.     

Reaction dynamics and statistical theory for the growth of hydrogen bonding clusters

The similarities between the formation of hydrogen bonds and polycondensation reactions are stated from the statistical viewpoint, and then taking the hydrogen bonding system of AaDd type as an example, the growing process of hydrogen bonding clusters is investigated in terms of the theory of reaction dynamics and statistical theory for polymeric reactions. The two methods lead to the same conclusions, stating that the statistical theory for polymerization is applicable to the hydrogen bonding systems. Based on this consideration, the explicit relationship between the conversions of proton-donors and proton-acceptors and the Gibbs free energy of the system under study is given. Furthermore, the sol-gel phase transition is predicted to take place in some hydrogen bonding systems, and the corresponding generalized scaling laws describing this kind of phase transition are obtained.     

A Unified Theoretical Treatment on Statistical Properties of the Semi-batch Self-condensing Vinyl Polymerization System

We present a novel generating function (GF) method for the self-condensing vinyl polymerization (SCVP) system with any initial distribution of preexisted polymers.Such a method was proven to be especially useful to investigate the semi-batch SCVP system allowing a sequence of feeding operations during the polymerization.Consequently,the number-,weight-,and z-average molecular weights as well as dispersity index of hyperbranched polymers can be explicitly given,which are determined by predetermined feeding details and conversions in each polymerization step.These analytical results are further confirmed by the corresponding Monte Carlo simulations.Therefore,the present GF method has provided a unified treatment to the semi-batch SCVP system.Accordingly,hyperbranched polymers with desired properties can be prepared by designing feeding details and presetting conversions at each step based on the present GF method.     

The radius of gyration for a ternary self-condensing vinyl polymerization system

A ternary self-condensing vinyl polymerization(SCVP) system consisting of monomers, inimers and core initiators is studied by the principle of statistical mechanics. Starting from partition functions for polymerization that constructed from two different viewpoints, explicit expressions of the size distribution function(SDF), equilibrium free energy, and the law of mass action are obtained. For two types of hyperbranched polymers(HBPs) formed in the system, the first, the second, and the third mean-square radii of gyration(MSRG) are presented under various conditions. Furthermore, the solvent effect and excluded volume effect are taken into account in the calculation of the MSRG. With these results, the effects of monomers, inimers and core initiators on the spatial dimension of HBPs are discussed. It is shown that the competition between polymers with and without a core in the growing process results in a significant influence on the average properties of the system.     

分批投料模式下加核自缩合乙烯基体系的Monte Carlo模拟

通过Monte Carlo 模拟方法对加核自缩合乙烯基体系在分批投料模式下的聚合行为进行研究, 考察了引发核的加入时间及分批投料方式对超支化高分子的重均分子量及多分散指数的影响. 研究结果表明, 不同的分批投料方式对超支化高分子的重均分子量和多分散性具有显著的调控作用. 通过调整投料方式、 投料次数、 引发核官能度和转化率等因素, 可以得到分子量较高且多分散性较好的超支化高分子.     

Synthesis of a Star‐Shaped Copolymer with a Hyperbranched Poly(3‐methyl‐3‐oxetanemethanol) Core and Tetrahydrofuran Arms by One‐Pot Copolymerization

A star‐shaped copolymer consisting of a hyperbranched poly(3‐methyl‐3‐oxetanemethanol) core and polytetrahydrofuran arms was obtained by a one‐step cationic copolymerization of 3‐methyl‐3‐oxetanemethanol with tetrahydrofuran initiated by BF₃·OEt₂. Tetrahydrofuran served as a solvent at the earlier stage of the polymerization. After 3‐methyl‐3‐oxetanemethanol was exhausted essentially, the resulting hyperbranched species acted as a macro‐initiator, and initiated the cationic polymerization of tetrahydrofuran. This can be attributed to the large difference in reactivities of the monomers.     

Investigation of specific AB2 type hyperbranched polyesterification reaction with Monte Carlo simulation

The AB₂ type bulk polymerization of 3,5-bis(trimethylsiloxy)benzoyl chloride is studied by the reactive 3d bond fluctuation lattice model (3d-BFLM). Through tuning the reactivity parameters, the experimental data are fitted well via an iterative dichotomy method. By using the optimized reactivity parameters, the number-average degree of polymerization and degree of branching obtained in simulation are very close to experimental data. Meanwhile, the information about the weightaverage degree of polymerization and the polydispersity index is provided, and the internal structural properties of hyperbranched polyesters are investigated. Simulation results demonstrate that the 3d-BFLM can be used to study specific hyperbranched polymerizations semi-quantitatively which is helpful to deep understand the kinetics of reactions and make predictions for specific polymerization systems.