刚性聚合物稀溶液流变性质的计算 Ⅰ.定常流动

本文采用多棒刚杆分子模型,用Galerkin法计算了聚合物稀溶液在定常剪切流、平面拉伸流、单轴拉伸流、单轴拉伸与剪切流相组合的复杂流动的流变学性质。计算结果表明,多棒刚杆分子模型有希望成为描述聚合物稀溶液流变性质的较为完善的分子模型。本文的研究不仅可使人们用分子模型来代替连续介质本构方程进行粘弹性流体复杂流动的数值模拟,而且也为探讨描述聚合物浓溶液的分子模型提供了一种新的途径。     

高分子动力学的单链模型

高分子单链模型是高分子稀溶液理论研究的基本模型.对其进行深入地分析,不仅有助于解决高分子稀溶液体系中溶液黏度和分子链扩散等基本问题,而且能够增进人们对高分子链结构与溶液性质间关联性的理解.虽然基于经典连续性介质力学的流体动力学理论可以定性,甚至半定量地获得稀溶液的一些重要性质,但是,随着科学技术的发展,人们从分子水平上建立了许多描述高分子稀溶液性质的模型和理论,期望能够定量地描述高分子稀溶液的性质.本文以高分子稀溶液中3个典型的单链模型为例(包括:不含流体力学相互作用的Rouse模型、含二体流体力学相互作用的Zimm模型和含多体流体力学相互作用的部分穿透球模型),综述高分子稀溶液的重要性质,并详细地给出其动力学方程的推导过程及其重要的研究进展.特别是,对于Rouse模型,本文还将其预言结果拓展到了短链高分子流体体系;此外,还介绍了这一领域的关键科学问题、发展前景和研究方向.     

氢键作用对聚乙烯醇水溶液流变行为的影响

聚乙烯醇(PVA)水溶液的流变行为不同于一般高分子溶液,与其体系内分子间氢键相互作用密切相关.流变测试结果表明,其稳态流变曲线可分为4个区域,即第一平台区、第一剪切变稀区、第二平台区和第二剪切变稀区.结合理论分析确定第一平台区及第一剪切变稀区与分子间氢键形成的网络结构有关,而第二剪切变稀区与PVA大分子链的解交叠有关.此外,醇解度、剪切历史、静置时间等因素均可改变PVA分子间氢键相互作用,进而影响其流变行为.     

内压与Henry常数

建立了一个气体溶解度的新模型,它实际上是Pierotti理论的修正,按照这个模型,稀溶液中的溶质被视为虚拟的完全气体,Henry常数则是1mol完全气体的压力与一个Boltzmann因子的乘积,这个因子取决于溶质分子周围溶剂的内压。对若干气体在有机溶剂和聚合物中溶解度数据检验结果表明,这个模型能满意地用来描述Henry常数随温度的变化规律。计算得到的稀溶液形成的偏摩尔热力学函数也与实验值吻合。     

动态光散射对良溶剂中酚醛型聚醚砜的研究

用动态光散射方法研究了酚酞型聚醚砜(PES-C)在良溶剂DMF中的稀溶液性质。在稀溶液中,PES-C分子由于内旋转发生链折叠,整体上表现出柔性链的性质,较好的符合球形模型;而分子链的局部刚性结构又使分子尺寸稳定;它的扩散行为随温度的变化符合Arrehnius方程。表征了PES-C分子在稀溶液中的形态结构,且给出了PES-C分子在DMF中的扩散系数、扩散活化能、无限稀时的扩散系数和流体力学半径等重要特征参数。     

高分子结构流变学的进展 Ⅰ.非缠结柔性链高分子溶液

高分子结构流变学研究流变性质与长链高分子结构的关系。本文总结了非缠结的柔性链高分子稀溶液与亚浓溶液的结构流变学理论的基本方法与线索、新近的结果和前沿问题。着重介绍微结构动力学方法和标度理论概念。指出珠簧链模型抓住了无规线团长链分子的自相似本质,构成本领域理论发展的主流和进一步发展的基础。在稀溶液范围它能从分子结构解释和预测基本流变性能,具有实用意义。     

环糊精包合作用对疏水缔合聚合物流变调节与应用

近年来,利用超分子作用力调节体系流变行为备受人们关注,已在多领域中展现出广泛的应用前景。而环糊精包合作用是一类重要的超分子作用力,向缔合聚合物水溶液中加入环糊精,将拆散缔合结构,引起粘度和粘弹性急剧下降;竞争客体或酶的加入又会诱导分子间发生新的组装行为,使体系流变性得到恢复。本文综述了基于环糊精包合作用的分子组装与流变调节在理论及应用方面的研究现状,重点介绍了环糊精对不同缔合聚合物溶液的流变影响规律和外加物质对体系流变恢复的调节。     

疏水缔合效应对聚丙烯酰胺类水溶液结构和流变性质的影响

以聚合物驱油为背景,研究了部分水解聚丙烯酰胺(HPAM)和缔合型部分水解聚丙烯酰胺(AHPAM)水溶液的结构与流变性质的差别.通过粘度法和静态激光光散射法得到了所分析的聚丙烯酰胺的分子量,用动态激光光散射法和粘度法分析了特定AHPAM分子缔合形态,并用流变学法测定了AHPAM在地层温度与矿化度条件下的线性粘弹性与非线性流变特性.着重讨论了临界缔合浓度的概念,研究了结构和流变性质的关系,以及分析了缔合对聚合物驱油的可能影响.实验结果表明,AHPAM水溶液在宽浓度范围存在分子缔合;一般临界缔合浓度的概念实际反映在进入亚浓溶液范围分子间缔合的效应,剪切速率约为10 s-1时,剪切粘度突降数倍,反映缔合结构在剪切场中的变化,该现象在高缠结浓度下较不明显;拉伸粘度随拉伸速率变化与HPAM定性不同,该拉伸特性反映了疏水缔合近程作用的本质.     

溶液法测定分子偶极矩的简化处理

偶极矩是与分子结构有关的物理化学常数。对于判断分子的空间构型,考察键的旋转,研究分子的电性等均有作用。基础物理化学实验中常采用溶液法测定分子的偶极矩。该法只适用于稀溶液(溶质的摩尔分数X:为10~(-1)—10~(-2)),因而准确测定溶液的密度较困难,也很费时,不易获得重现结果。本文介绍E.AGuggenheim提出的简化计算方法,该法采用近似处理     

无定形1,2-聚丁二烯的分子链结构与分子链的相互作用

本工作用聚合物玻璃化转变温度,内聚能密度和分子链内旋转势垒及异构化能表征分子链的相互作用;提出了在混合溶剂中用特性粘数法测定内聚能密度,和从聚合物玻璃化转变时的自由体积及稀溶液性质计算分子链内旋转参数等方法。     

A new time dependent approach for solving electrochemical interfaces Part I: theoretical considerations using lie group analysis

In this paper we introduce a nonlinear partial differential equation (nPDE) of the third order to the first time. This new model equation allows the extension of the Debye-Hückel Theory (DHT) considering time dependence explicitly. This also leads to a new formulation of the meaning of the nonlinear Poisson-Boltzmann Equation (PBE) and therefore we call it the modified Poisson-Boltzmann Equation (mPBE). In the present first part of this extensive study we derive the equation from the electromagnetics from a quasistatic perspective, or more precisely the electroquasistatic approximation (EQS). Our main focus will be the analysis via the Lie group formalism and since that up to now no symmetry calculation is available we believe that it seems indispensable to apply this method yielding a deeper insight into the behaviour of the solution manifold of this new equation following electrochemical considerations. We determine the classical Lie point symmetries including algebraic properties. Similarity solutions in a most general form and suitable nonlinear transformations are obtained. In addition, a note relating to potential and generalized symmetries is drawn. Moreover we show how the equation leads to approximate symmetries and we apply the method to the first time. The second part appearing shortly after will deal with algebraic solution methods and we shall show that closed-form solutions can be calculated without any numerical methods. Finally the third part will consider appropriate electrochemical experiments proving the model under consideration.     

硬质聚氯乙烯氧指数标准物质的研制

研制硬质聚氯乙烯(硬质PVC)氧指数标准物质。对制备技术、均匀性检验、稳定性考察及定值不确定度进行了分析。研制的硬质PVC标准物质具有良好的均匀性和稳定性,定值数据呈正态分布,各实验室数据等精度。硬质PVC标准物质氧指数标准值为43．6％,扩展不确定度为0．7％。     

Analysis of osmotic pressure data for aqueous protein solutions via a multicomponent model

Integral equation theories and Monte Carlo simulations were used to study the Donnan equilibrium, which is established by an equilibrium distribution of a simple electrolyte between an aqueous protein-electrolyte mixture and an aqueous solution of the same simple electrolyte, when these two phases are separated by a semipermeable membrane. In order to describe the unusually low osmotic pressure found in many experiments we assumed that protein molecules can form dimers. The model solution contains proteins in a monomeric form, represented as charged hard spheres, or in a dimerized form, modeled as fused charged hard spheres. The counterions and coions were also modeled as charged hard spheres but of a much smaller size. The associative mean spherical and hypernetted-chain approximations were applied to this model. In addition, Monte Carlo computer simulations were performed for the same model system mimicking a lysozyme solution in the presence of 0.1 M sodium chloride. Theory and simulations were found to be in reasonably good agreement for the thermodynamic properties such as chemical potential and osmotic pressure under these conditions. Using the theoretical approaches mentioned above, we analyzed the experimental data for the osmotic pressure of bovine serum albumin in 0.15 M sodium chloride, human serum albumin solution (HSA) in 0.1 M phosphate buffer, and lysozyme in sulphate and phosphate buffers. The theoretically determined osmotic coefficients were fitted to the existing experimental data in order to obtain the fraction of dimers in solution. Our analysis indicated that there was relatively small self-association of protein molecules for bovine serum albumin solutions at pH=5.4 and 7.3, with the fraction of dimers smaller than 10%, while at pH=4.5 the dimer fraction was equal to 50%. In the case of HSA solutions, strong negative deviations from the ideal value were found and at pH=8.0 a reasonably good agreement between the theory and experiment is obtained by assuming full dimerization. For HSA solution at pH=5.4, the best fit to the experimental results was obtained for a fraction of dimers equal to 80%.     

电场对聚肽液晶相行为的影响

聚合物液晶的相转变不仅可以通过溶液温度或聚合物的浓度的改变来实现,也可以通过施加外电场、磁场等取向场来达到．在二氧六环、氯仿、间甲酚等支持聚肽a一螺旋构象的溶剂中,当PBLG(聚L-谷氨酸γ-苯甲酯)达到一定的浓度会形成胆甾型溶致液晶．对这种液晶施加强度足够     

接枝改性羧甲基纤维素对铜离子的吸附研究

将离子型单体丙烯酸(AA)及非离子型单体丙烯酰胺(AM)接枝在羧甲基纤维素(CMC)上,通过协同作用提高材料的吸水性及吸水速率,并研究了其对铜离子的吸附性能.通过傅里叶红外(FTIR)对材料分析表明,从及AM成功接枝在CMC上;对吸附物进行了表面分析,扫描电镜图(SEM)显示吸附物表面有大量颗粒状物质,X射线能谱(XPS)证实材料表面吸附了铜离子;在浓度为10mmol/L的铜离子溶液中,CMC-g-P(AA-co-AM)材料的吸附容量为20.30mmol/g.     

An exponential Galerkin method for solutions of HIV infection model of CD4+ T-cells

In this study, we consider a nonlinear first order model about the infection of CD4⁺ T-cells by HIV. In order to solve it numerically, we present a new method based on exponential polynomials reminiscent of the Galerkin method. Considering the approximate solutions in the form of exponential polynomials, we first substitute these approximate solutions in the original model. Some relations are thus obtained, which we express in terms of matrices. Taking inner product of a set of exponential functions with these matrix expressions then yields a nonlinear system of algebraic equations. The solution of these equations gives the approximate solutions of the model. Additionally, the technique of residual correction, which aims to reduce the error of the approximate solution by estimating this error, is discussed in some detail. The method and the residual correction technique are illustrated with an example. The results are also compared with numerous existing methods from the literature.     

A simple kinetic method for the determination of the reaction model from non-isothermal experiments

In a recent article, we obtained an approximate solution for the evolution of a transformed fraction under isochronal conditions for a large variety of single-step transformations. We verified that this solution is accurate and can, in many instances, be used instead of the exact numerical solutions of the corresponding differential equations. In this article we want to examine the possibilities offered by an analytical solution in the analysis of thermoanalytical curves. We will show that for single-step transformations, our model predicts that under the proper time scaling the thermograms obtained at different heating rates merge into a single curve. This ‘universal curve’ is exclusively related to the kinetic model. In addition, the universal curve can be obtained from experimental thermograms by means of a simple transformation. In this way, the dependence of the experimental curves on the rate constant and the kinetic model can easily be separated, making it possible to independently determine the kinetic parameters and the kinetic model. In addition, one can easily check the validity of the kinetic analysis as well as calculate a reliable statistical measure of the goodness of the single-step assumption.     

锂离子电池正极材料 Li2CoxMn1-xSiO4的合成及电化学性能研究

采用水热辅助溶胶凝胶法及球磨包碳技术合成Li2CoxMn1-xSiO4(x=0、 0.1、0.3、0.5、1)与碳纳米管复合材料,X 射线衍射（XRD） 、扫描电镜（SEM）表征复合材料的结构与形貌。用循环伏安（CV） ,交流阻抗（EIS） ,充放电曲线测试材料的电化学性能,并与 Li2MnSiO4/C 和 Li2CoSiO4/C 进行对比。掺钴可以改善Li2MnSiO 4电极的倍率放电性能。     

关于聚电解质浓溶液的粘度-浓度幂律方程中指数(α)的探讨

在含有0.07 mol NaNO_3外加盐和无外加盐的二甲基甲酰胺/甲苯(体积比:3/1)的两类混合溶剂中,采用RN50-1型落球粘度仪研究了不同磺化度(IEC=0～0.93mmol/g)的磺化聚砜(S-PSF)浓溶液的零剪切粘度(η)-浓度(C)的幂律关系式,η=K·C~α。实验结果显示:磺化度不同的试样在舍有外加盐溶剂中的指数(α=4.29～3.52)值均分别大于无外加盐溶剂中的指数(α=4.09～3.03)值,且它们都随试样磺化度的增加而下降。文中,应用标度的分析方法对浓度指数(α)的变化规律作了解释。     

Solving the adsorption integral equation with Langmuir-kernel and the influence of temperature on the stability of the solution

Adsorption energy distribution functions can be calculated from measured adsorption isotherms by solving the adsorption integral equation. In this context, it is common practice to use general regularization methods, which are independent of the kernel of the adsorption integral equation, but do not permit error estimation. In order to overcome this disadvantage, we present in this paper a solution theory which is tailor-made for the Langmuir kernel of the adsorption integral equation. The presented theory by means of differentiation and Fourier series is the basis for a regularization method with explicit terms for error amplification. By means of simple and complicated adsorption energy distribution functions we show for ideal gas adsorption isotherms without measurement error that reliable distribution functions can be obtained from the isotherms. Furthermore we show how the stability of the solution depends on temperature.