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首页> 外文期刊>Macromolecules >Diamond-Forming Block Copolymers and Diamond-like Morphologies: A New Route toward Efficient Block Copolymer Membranes
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Diamond-Forming Block Copolymers and Diamond-like Morphologies: A New Route toward Efficient Block Copolymer Membranes

机译:形成金刚石的嵌段共聚物和类金刚石形态:高效嵌段共聚物膜的新途径

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摘要

A new promising class of ordered block copolymer morphologies in thin films we call diamond-like morphologies (DLM) is theoretically described in detail. This class comprises the cubic morphologies possessing diamond symmetry Fd (3) over barm as well as its tetragonal and orthorhombic generalizations. The characteristic property of the DLM is that the corresponding percolation cluster contains both perpendicular and parallel (with respect to the substrate) intertwining channels, which is expected to improve noticeably the permeability efficiency of such quasi-isotropic morphologies as compared to the anisotropic lamellar and cylindrical ones. On the basis of both the weak segregation theory (WST) analytical consideration and self-consistent field theory (SOFT) numerical procedure, we find relationships between the microscopic parameters of the ternary ABC symmetric block copolymers of a specified composition and their morphology in thin films. The effects of confinement (film width) and the film walls selectivity are analyzed, and the corresponding phase diagrams are built. Our key theoretical prediction is that the way the selectivity is distributed over the film substrate makes a drastic difference in the selectivity influence on the various phases' stability. The homogeneous selectivity distribution enhances the parallel lamellae stability. On the contrary, a simple 1D (lamellar) selectivity modulation could (depending on the modulation period) enhance the DLM stability. The explicit recommendations are made how to facilitate the DLM stabilizing in real block copolymers. We address also the issue of spectral and 3D visual ways to identify the SCFT equations solutions in thin films as the DLM.
机译:理论上详细描述了一种新的有前途的薄膜有序嵌段共聚物形态,我们称其为类金刚石形态(DLM)。该类包括在巴姆岛上具有钻石对称Fd(3)的立方形态,以及其四方和正交分布。 DLM的特性是相应的渗流簇包含垂直和平行(相对于基底)的缠绕通道,与各向异性的层状和圆柱状相比较,有望显着提高此类准各向同性形态的渗透效率那些。基于弱偏析理论(WST)的分析考虑和自洽场理论(SOFT)数值程序,我们发现了特定组成的三元ABC对称嵌段共聚物的微观参数与薄膜形态之间的关系。 。分析了限制条件(膜宽)和膜壁选择性的影响,并建立了相应的相图。我们的关键理论预测是,选择性在薄膜基材上的分布方式会极大地影响选择性,从而影响各相的稳定性。均匀的选择性分布增强了平行片的稳定性。相反,简单的一维(层)选择性调制可以(取决于调制周期)增强DLM稳定性。提出了明确的建议,以促进实际嵌段共聚物中DLM的稳定化。我们还将解决光谱和3D可视方法的问题,以将薄膜中的SCFT方程解识别为DLM。

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