摘要
利用自洽场方法研究两嵌段共聚物受限于接枝均聚物链(聚合物刷)圆孔中的自组装相形貌.研究表明,当圆孔内径一定时,嵌段比f和聚合物刷C的体积分数■是调控嵌段共聚物相形貌的主要因素,聚合物刷的弹性熵也起着重要作用.当f=0.7时,在聚合物刷的浸润下,贴近刷表面处AB嵌段共聚物构成环层状结构,随着■的减小这种结构会周而复始地出现.当f处于0.3—0.7之间的非对称状态时,体系易形成外环内柱的相结构.当f=0.35时,体系可以出现一种新颖的复杂结构——最内层为柱状结构,次内层为环层状结构,次外层呈环形排列的柱状结构,最外层又是环层状结构,即环柱交替结构.给出了以f和嵌段共聚物体积分数■作为参数空间的嵌段共聚物结构相图.
Using self-consistent field calculation, the new equilibrium morphology of a diblock copolymer melt confined in a brush- covered cylindrical nanopore can be found. The morphology is formed as a function of brush density and A-monomer fraction f. When f = 0.7, due to the wetting effect produced by polymer brush the outside concentric lamellar ring will come up again with increasing ^-φAB. We carefully examined the intermediate phases and discovered a rich variety of new two-dimensional structures that have no analogue in the unconfined system, which include nonhexagonally coordinated cylinder phases and structures intermediate between lamellae and cylinders, like CRCR, when f = 0.35. Then we map the stability regions and phase boundaries for all the structures we found.
出处
《物理学报》
SCIE
EI
CAS
CSCD
北大核心
2008年第12期7555-7564,共10页
Acta Physica Sinica
基金
国家自然科学基金(批准号:10774079)
浙江省教育厅科研基金(批准号:20051769)
宁波市自然科学基金(批准号:2006A610064)
宁波大学王宽诚幸福基金资助的课题~~
关键词
嵌段共聚物
圆孔受限
聚合物刷
自洽场
diblock copolymer, cylindrical confinement, polymer brush, self-consistent field