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Lattice Monte Carlo Simulations of the Gyroid Phase in Monodisperse and Bidisperse Block Copolymer Systems

机译:单分散和双分离嵌段共聚物系统中陀螺相的格子蒙特卡罗模拟

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Lattice Monte Carlo (MC) simulations in the NVT ensemble together with a coarse grained model of the block copolymer chains are used to explore the phase diagram of pure diblock copolymer melts. In addition to the classical morphologies, the Gyroid phase is found to be stable in a narrow region of the phase diagram. Evidence of "packing frustration" inside the Gyroid nodes is found by analyzing crosssections of the Gyroid structure. The use of polydispersity as a way to reduce packing frustration in the Gyroid phase is explored. Longer chains in polydisperse systems are observed to aggregate preferentially inside the nodes. Interestingly, we find that polydispersity can increase the range of temperatures where the Gyroid phase is stable. Finally, the effect of selective nanoparticles in the stabilization of other bicontinuous phases (e.g., Double Diamond and Plumber's nightmare) is elucidated.
机译:Lattice Monte Carlo(MC)在NVT集合中模拟与块共聚物链的粗粒模型一起用于探索纯二嵌段共聚物熔体的相图。除了经典形态之外,发现陀螺阶段在相图的窄区域中是稳定的。通过分析陀螺结构的横截面,发现了陀染节点内的“包装挫折”的证据。探讨了多分散作为减少陀螺阶段包装挫折的一种方法。观察到多分散系统中的较长链以优先在节点内聚集。有趣的是,我们发现多分散性可以增加陀螺阶段稳定的温度范围。最后,阐明了选择性纳米颗粒在稳定其他双连续阶段(例如,双金刚石和水管工梦魇)中的影响。

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