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1.
柳明  杨颖梓  邱枫 《化学学报》2017,75(9):884-892
环型嵌段高分子没有自由端,分相结构会存在两种嵌段共混相区,使经典的线型嵌段高分子强分凝理论不能适用.在强分凝极限下,推导了两个共混相区之间的界面能,并结合两端固定在不同界面上的链的拉伸能,从而建立了环型嵌段高分子的强分凝理论研究方法.将此理论应用于环型两嵌段高分子体系,发现环型链比等链长的线型链更难相分离,且相结构周期远小于线型链.这与自洽场理论的结果一致.将此理论应用于环型三嵌段高分子,发现三元相图中心附近出现多种无共混相区的砖块堆积结构,而在靠近相图边缘部分,即组分比例较不对称时,含共混相区的层状和柱状结构占优势.  相似文献   

2.
嵌段共聚物的微相分离和形态   总被引:1,自引:0,他引:1  
嵌段共聚物的微相分离行为和形态的研究是当前多相高聚物研究中众所瞩目的研究内容,无论从基础理论和应用实际都有其极为重要的意义,因此在这方面的研究已有不少报道,并日趋深入。 以最简单的嵌段共聚物A—B为例,如聚苯乙烯—聚异戊二烯二嵌段共聚物  相似文献   

3.
夏建峰  邱枫  张红东  杨玉良 《化学学报》2005,63(12):1109-1115
用动态密度泛函理论研究了嵌段序列对线型ABC三嵌段高分子微相分离动力学机理的影响. 针对一个典型的线型ABC三嵌段高分子, 通过系统地改变各嵌段的体积分数, 我们给出了嵌段序列为ABC 和BAC时, 关于微相分离机理的三元相图. 发现除各嵌段的平均组分、相互作用能外, 嵌段序列也影响其微相分离的机理和最终的相结构. 此外, 嵌段序列的变化还导致了三元相图对称性的破缺.  相似文献   

4.
马艳君  王海军  顾芳 《化学学报》2009,67(20):2295-2300
针对两嵌段高分子链的跨膜输运过程,分别给出与不同输运次序相对戍的高分子链的自由能,进而通过求解Fokker-Planck方程并在不同条件下对平均首次通过时间进行了数值计算.计算结果表明,当共聚高分子链由良溶剂区向不良溶剂区输运时,不能发生线团一链滴转变的链首先输运总是有利于整个高分子链的输运.而在给定输运次序的情况下,化学势、线团一链滴转变、共聚链的组成以及输运速率等因素对输运时间可产生显著影响.相关研究结果可为调控实际生物高分子链的输运时间提供可能的理论线索.  相似文献   

5.
采用原子转移自由基聚合(ATRP)的方法合成了聚苯乙烯-聚环氧乙烷(PS-b-PEO)嵌段共聚物,并利用核磁共振波谱(1H-NMR)、傅里叶变换红外光谱(FTIR)以及凝胶渗透色谱法(GPC)对聚合物进行了表征.利用外加气流法制备了具有不同形貌的嵌段共聚物薄膜,并讨论聚合物分子组成、气流温度、气流速度以及不同基底对薄膜表面形貌以及内部结构的影响.当嵌段共聚物中聚苯乙烯嵌段的质量分数为83%~85%,气流温度为30~50℃,气流速度3~5 m/s时,有利于形成表面垂直柱状微相分离结构.当硅基底的接触角小于90°时,在合适的外加气流场作用下可以形成薄膜的表层和底层垂直有序而薄膜内部无序的非对称结构.  相似文献   

6.
采用模拟退火和Monte Carlo方法研究体相形成柱状相的双嵌段共聚物薄膜在平板受限和溶剂蒸发条件下的自组装,特别关注柱状相形貌的取向.对于平板受限下的薄膜,研究了表面选择性、溶剂选择性和膨胀程度对柱状相取向的影响.对于溶剂蒸发的薄膜,研究了表面选择性和薄膜厚度对柱状相取向的影响,并讨论了柱状相取向的机理.结果表明,薄膜内存在中性溶剂时形成垂直柱形貌的表面选择性范围较小;存在亲长嵌段的溶剂时形成垂直柱形貌的表面选择性范围较大.溶剂蒸发后薄膜生成垂直柱形貌的参数范围较热退火下增大;柱状相取向取决于蒸发过程中体系由球状相演化为柱状相时的薄膜厚度与体相周期的匹配性.  相似文献   

7.
综述了近几年嵌段液晶共聚物在合成方面取得的新进展,主要包括活性聚合、液晶(或非液晶、低聚物与非液晶(或液晶)聚全物的单体反应、液晶低聚物与非液晶低降物直接反应和先制备非液晶嵌段共聚物再于侧链引入液晶基元四个方面。同时还简要地介绍了嵌段液晶共聚物的结构、性能以及今后的发展趋势。  相似文献   

8.
9.
利用自洽平均场理论(SCMFT)系统地研究了对称长链和近对称短链两嵌段聚合物混合体系在纳米尺度下的自组装行为.体系中具有较高聚合度的对称长链熔体处于层状相,聚合度较低的近对称短链熔体处于无序相,而其混合体系却随着两种成分的不同比例呈现出有序-无序相转变、有序-有序相转变及有序-无序两相共存等复杂的相行为,计算结果与近期类似体系的实验有着较好的吻合.同时与两种对称的两嵌段聚合物混合体系的计算结果进行了比较,得出这两种体系的异同之处.  相似文献   

10.
讨论了刚柔相嵌液晶高分子的向列相-各向同性相转变与其分子结构的关系,给出了该一级相变的赝二级相变温度T与这类液晶高分子的液晶基元和间隔基的长度,柔顺性(相关长度)以及它们之间的相互作用的关系的解析表示式,分析了液晶基元与间隔基连接处的表观弯曲(接口效应)对T的影响,文中的结论与实验相符。  相似文献   

11.
采用改进的键长涨落空穴扩散算法对平板狭缝中不对称两嵌共聚高分子熔体的微相分离进行了Monte Carlo模拟。模拟结果表明:在吸引壁条件下,靠近壁面处将形成平等于壁面的层状相;在弱吸引壁条件下,靠近壁面处将形成垂直于壁面的层状相;不对称共聚物在远离壁面处有丰富的微区形态。从结构因子上分析可知,弱吸引壁条件下不对称共聚物的结构比强吸引壁条件下更接近对称共聚物。  相似文献   

12.
The microphase separation and morphology of symmetric diblock copolymer thin films confined in a slit with neutral or attractive surfaces were studied by the cell dynamic system method (CDS) and Monte Carlo simulation. The size effect, especially in CDS, was carefully investigated indicating that excessively small sizes in the X‐ and Y‐directions will give incorrect results although periodic boundary conditions are imposed. When the walls are neutral, parallel ordered lamella structure only exists over a short range, while irregular microdomain morphology occurs over the whole region. When directional quenching is applied, or the walls are attractive to one of the blocks, a periodical lamellar structure of alternating A‐rich and B‐rich layers occurs over the whole region of the film. Changing the slit width and the strength of interaction will influence the period and arrangement of lamellae. Agreement between the results from CDS and those from simulation is satisfactory indicating the reliability of the CDS method. Comparisons with corresponding experimental results are also discussed.  相似文献   

13.
Summary: We follow the time development of the microdomain structure in symmetric polystyrene‐block‐poly(methyl methacrylate) (PS‐b‐PMMA) diblock copolymer thin films during acetone vapor treatment. Besides the highly ordered nanoscopic spheres or stripes as reported previously, a novel so‐called flower‐like pattern, which comprises six PS spheres and each PS sphere belongs to three “flowers” is formed. This finding is very helpful to discuss the highly ordered nanoscopic sphere formation process.

Transition from flower‐like structure to well‐ordered arrays of spheres, in which the flower‐like pattern, the transitional morphology, and the ordered spheres are in the portion A, B, and C, respectively.  相似文献   


14.
In polystyrene‐block‐poly(ethylene oxide) thin films, microphase‐separated brushes on the square platelets can be obtained via fast solvent evaporation by controlling the tethering density (0.08 < σ < 0.11). The tethering density of the brushes is proportional to the thickness of the PEO crystal and increases with increasing initial solution heating temperature (Ti). When Ti < Tm, where Tm is the melting point of PEO, brushes with microphase‐separated structures are observed. The formation of microphase‐separated brushes depends on two factors: the strong incompatibility between PS and noncrystalline PEO chains (attached to the crystalline PEO) and the weak interaction between PS‐PS brushes.

  相似文献   


15.
Summary: The morphologies of diblock copolymers confined in a cylindrical tube have been investigated by the dissipative particle dynamics (DPD) method. Results indicate that the morphology depends on the volume ratio of the immiscible blocks, the diameter of the cylindrical tube and the interactions between the blocks and between the confinement wall and blocks. For symmetric diblock copolymers, when the tube wall is uniform toward the two blocks, perpendicular lamellae or a stacked disk morphology are generally formed except when the diameter of the cylindrical tube is very small; in that case, a special bi‐helix morphology forms because of the entropy effect. When the tube wall is non‐uniform, as the diameter of the tube increases, perpendicular lamellae are first formed, then changing to parallel lamellae and, finally, back to perpendicular lamellae again. An intermediate morphology characterizing the transition between perpendicular and parallel lamellae is observed. If the non‐uniformity of the wall is further enhanced, only parallel lamellae can be found. In the case of asymmetric diblock copolymers, more complex morphologies can be obtained. Multi‐cylindrical micro‐domains and a multilayer helical phase as well as other complex pictures are observed. Generally, the morphologies obtained could find their counterparts from experiments or Monte Carlo simulations; however, differences do exist, especially in some cases of asymmetric diblock copolymers.

Bi‐helix and stacked disks morphologies of A5B5 diblock copolymer confined in two different neutral nanocylinders.  相似文献   


16.
以甲基丙烯酸甲酯(MMA)为单体,S-正十二烷基-S′-(α,α′-二甲基-α″-乙酸基)三硫代碳酸酯为链转移剂,经RAFT/细乳液法制得PMMA(PDI 1.44)。以PMMA细乳液为种子乳液,与甲基丙烯酸缩水甘油酯聚合合成了PMMA-b-PGMA两嵌段聚合物(1),其结构和性能经1H NMR, FT-IR, GPC和DSC确证。结果表明:1的PDI为2.04,玻璃化转变温度为92.35 ℃。  相似文献   

17.
The structural evolution in poly(styrene‐b‐butadiene) (P(S‐b‐B)) diblock copolymer thin films during solvent vapor treatment is investigated in situ using time‐resolved grazing‐incidence small‐angle X‐ray scattering (GISAXS). Using incident angles above and below the polymer critical angle, structural changes near the film surface and in the entire film are distinguished. The swelling of the film is one‐dimensional along the normal of the substrate. During swelling, the initially perpendicular lamellae tilt within the film to be able to shrink. In contrast, at the film surface, the lamellae stay perpendicular, and eventually vanish at the expense of a thin PB wetting layer. During the subsequent drying, the perpendicular lamellae reappear at the surface, and finally, PS blocks protrude. By modeling, the time‐dependent height of the protrusions can be quantitatively extracted.

  相似文献   


18.
Stereocomplex crystallization in asymmetric diblock copolymers was studied using dynamic Monte Carlo simulations, and the key factor dominating the formation of stereocomplex crystallites(SCs) was uncovered. The asymmetric diblock copolymers with higher degree of asymmetry exhibit larger difference between volume fractions of beads of different blocks, and local miscibility between different kinds of beads is lower, leading to lower SC content. To minimize the interference from volume fraction of beads, the SC formation in blends of asymmetric diblock copolymers was also studied. For the cases where the volume fractions of beads of different blocks are the same, similar local miscibility between beads of different blocks and similar SC content was observed. These findings indicate that the volume fraction of beads of different blocks is a key factor controlling the SC formation in the asymmetric diblock copolymers. The SC content can be regulated by adjusting the difference between the contents of beads of different blocks in asymmetric diblock copolymers.  相似文献   

19.
Summary: The thermodynamic equilibrium in a melt of homopolymer C mixed with clay modified by a diblock copolymer AB is considered in theory. It is assumed that mixing is carried out in two stages. At first, the diblock copolymer penetrates into the interlayers formed by long clay sheets. Then, the clay with adsorbed diblock copolymer chains is added to the homopolymer melt. It is shown that the first process is thermodynamically favorable only if the interlayer width exceeds some threshold value that depends mostly on the difference in the adsorption energy of units A and B. A spontaneous mixing at the second stage is possible only if the enthalpic interactions between homopolymer and copolymer units are not very unfavorable. If so, the formation of an intercalated state is expected for a homopolymer of length comparable to the copolymer length, while for a long homopolymer the anticipated equilibrium state is exfoliation. The spatial distribution of A, B, and C units across the interlayer has been studied for different parameters of the system. The most readily adsorbing units A occupy almost all clay surface. However, the layer of block A is considerably swelled by both B and C units. The mutual distribution of units B and C may vary from almost homogeneous to having rather sharp boundary depending on the value of the Flory‐Huggins parameter χBC. The formation of a pure homopolymer layer at the center of the interlayer indicates about a tendency to exfoliate.

Interlayer profiles of the fractions of units A, B, and C, respectively.  相似文献   


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