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Computer simulation of self-assembly of complex system: Application to globular proteins and grafted nanoparticles.

机译:复杂系统自组装的计算机模拟:应用于球形蛋白质和接枝的纳米颗粒。

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Self-assembly is a process in which components spontaneously form ordered aggregates. It provides a fundamental mechanism to understand the diverse phenomena. Self-assembling of building blocks into desired structures always draws a great interest among researchers. Ever-improving synthesis techniques provide a range of building blocks with exotic shape and functionality. The rational control of self-assembly of these functionalized building blocks requires a fundamental understanding of underlying physics behind self-assembly.;We use several minimal models which maintain the fundamental physics of the target system to explore the governing mechanism of self-assembly and related crystallization phenomenon. The minimal models covered in this dissertation include the square-well sphere system, the system of square-well spheres with sticky patches on the surface and the system of square-well spheres grafted with hard sphere chains, among which the first two systems model the globular proteins in aqueous solution, while the last one models the uniformly polystyrene grafted silica nanoparticles in the polystyrene matrix.;Square-well fluids of three different attraction ranges have been investigated. The first direct estimate of the whole phase diagram was provided. The phase diagram of square well fluids with a potential range lambda = 1.15 which displays the fluid-solid coexistence with the metastable fluid-fluid separation qualitatively reproduces the protein phase diagram. Phase separation kinetics experiments show this system remains homogeneous until the binodal. Upon crossing the binodal, the system gets vapor-liquid separation. Only well below the binodal, crystallization takes place. Crystallization is clearly a two-step process where the vapor-liquid separation is followed by the crystallization. The patchy protein model remedies the underestimated width of vapor-liquid coexistence curve predicted by the isotropic protein model, and facilitates the protein crystallization by forming the transient clusters with the symmetry of resulting crystal through self-assembly due to the patchy interaction even in the region where the liquid phase is thermodynamically unstable. We emphasize the importance of a local high density fluctuation for crystallization, but we suggest that the origins of this effect might not only be the vicinity of a critical point, but more broadly due to the patchy nature of inter-protein interactions. Perhaps more pertinently, the presence of patches guides crystallization so that only those symmetries consistent with the patch symmetry are stabilized. This is in contrast to crystals formed from phase separation of protein solutions where polycrystallinity is prevalent. It appears that the presence of patchy interaction has several beneficial consequences on protein crystallization.;Contrasted with the notion that the explicit introduction of anisotropy is necessary for formation of complex structures, our Monte Carlo results suggest the potential application of this "isotropic" class of nanoparticles as building blocks for assembling complex structures. The morphology of uniformly grafted nanoparticles with the increasing polymer chain length changes from spherical aggregates to flattened cylinder, branched cylinder, sheet, long chain, short chain to well-dispersed system. It has been suggested that grafted nanoparticles share features in common with surfactants and block copolymers. The underlying physics, by which nanoparticles try to minimize their free energy by aggregating with species of their own kind, subject to the topological constraints of grafted polymer chains governs the self assembly process. A progression of morphologies corresponds to a progression of building blocks of self-assembled structures. As the grafted polymer chain becomes longer or the grafting density becomes bigger, building blocks reduce from 3D tetrahedra to 2D triangles, finally to 1D doublets. This type of grafted nanoparticle self-assembly has been shown to have strongly beneficial consequences on the macroscopic, mechanical properties of the resulting nanocomposite.
机译:自组装是其中组件自发形成有序聚集的过程。它提供了一种了解各种现象的基本机制。自组装成所需结构的结构总是引起研究人员的极大兴趣。不断改进的合成技术提供了一系列具有奇特形状和功能的构件。对这些功能化构建块的自组装的合理控制需要对自组装背后的基础物理学有基本的了解。;我们使用几个维护目标系统基本物理学的最小模型来探索自组装及其相关控制机制。结晶现象。本文涉及的最小模型包括方阱球体系统,表面有粘性斑块的方阱球体系统和硬球链嫁接的方阱球体系统,其中前两个系统建模为水溶液中的球状蛋白,而最后一个在聚苯乙烯基质中模拟了均匀聚苯乙烯接枝的二氧化硅纳米粒子。;研究了三种不同吸引范围的方井流体。提供了整个相图的第一个直接估计。潜能范围λ= 1.15的方井流体的相图定性地显示了液-固共存与亚稳态的流体-流体分离,从而定性地再现了蛋白质相图。相分离动力学实验表明,该系统一直保持均质,直至达到双线性。越过回旋轴后,系统将进行气液分离。仅在远低于二脚架的位置发生结晶。结晶显然是一个两步过程,其中汽-液分离之后是结晶。斑块蛋白模型弥补了各向同性蛋白模型预测的汽液共存曲线的低估宽度,并通过形成斑块相互作用(即使在该区域内也通过自组装)形成具有对称性的结果簇的瞬态簇,促进了蛋白结晶。液相在热力学上不稳定。我们强调了局部高密度波动对于结晶的重要性,但我们建议,这种影响的起源可能不仅是临界点附近,而且由于蛋白间相互作用的斑驳性质,其影响范围更广。也许更相关的是,补丁的存在引导了结晶,因此只有那些与补丁对称性一致的对称性才得以稳定。这与由蛋白质溶液的相分离形成的晶体相反,其中多晶性普遍存在。看来,斑驳相互作用的存在对蛋白质的结晶具有若干有益的影响。;与这样的观念相反,即明确引入各向异性对于形成复杂结构是必要的,我们的蒙特卡洛结果表明这种“各向同性”类别的潜在应用纳米粒子是组装复杂结构的基础。随着聚合物链长度的增加,均匀接枝的纳米粒子的形态从球形聚集体变为扁平圆柱体,分支圆柱体,片材,长链,短链,再到分散良好的系统。已经提出,接枝的纳米颗粒与表面活性剂和嵌段共聚物具有共同的特征。纳米粒子通过与自身种类的聚集而试图将其自由能最小化的基本物理原理受接枝聚合物链的拓扑约束支配着自组装过程。形态的进展对应于自组装结构的构件的进展。随着接枝聚合物链变长或接枝密度变大,结构单元将从3D四面体减少到2D三角形,最后减少到1D双重结构。已经表明,这种类型的接枝纳米粒子自组装对所得纳米复合材料的宏观机械性能具有非常有利的影响。

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