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A Journey Through the Landscapes of Small Particles in Binary Colloidal Assemblies: Unveiling Structural Transitions from Isolated Particles to Clusters upon Variation in Composition

机译:通过二元胶体组件中的小颗粒的景观的旅程:在组成变化时从分离的颗粒中揭开从分离的颗粒到簇的结构转变

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摘要

Two-dimensional (2D) amorphous binary colloidal assemblies composed of particles of two different sizes are characterized by the loss of hexagonal close-packing for larger particles, occurring when the size ratio between small (S) and large (L) particles d S / d L exceeds a certain threshold value. For moderately low particle number ratios N S / N L large particles still retain a denser arrangement with transitions from hexagonal symmetry to the coexistence of different types of symmetries as N S / N L progressively departs from 0 to higher values. On the other hand, small particles reveal sparser arrangements: shape identification and quantification of structural transitions in small particle arrangements appear particularly challenging. In this article, we investigate their shapes and transitions for amorphous binary colloidal particles assembled at the air/water interface. For the quantitative characterization of the evolution in particle arrangements for N S / N L variable between 0.5 and 2, we develop an innovative procedure for morphological analysis, combining Minkowski functionals, Voronoi diagrams and ad hoc techniques to recognize and classify specific features. Such a powerful approach has revealed a wide variety of landscapes featuring isolated particles, dimers, chains, small clusters evolving with the colloidal suspension composition. Our method can be applied to the analysis of spatial configurations of sparse colloidal patterns obtained in different conditions.
机译:由两种不同尺寸的颗粒组成的二维(2D)非晶二元胶体组件的特征在于,当小(L)颗粒D S / Lize)之间的尺寸比时,发生较大颗粒的六边形封闭填充的损失。 D L超过某个阈值。对于中等低粒子数比率,N S / N L大颗粒仍然保持压缩布置,从六边形对称到不同类型对称的共存,因为N S / N L逐步离开0到更高的值。另一方面,小颗粒揭示了稀疏装置:形状识别和量化小颗粒布置的结构转变的定量似乎特别具有挑战性。在本文中,我们研究了在空气/水界面上组装的非晶二元胶体颗粒的形状和转变。为了定量表征在0.5和2之间的N S / N L变量的颗粒布置中的演化的定量表征,我们开发了形态学分析的创新过程,组合Minkowski功能,Voronoi图和临时技术来识别和分类特定功能。这种强大的方法揭示了各种各样的景观,具有与胶体悬浮组合物的孤立的颗粒,二聚体,链,小簇的小簇。我们的方法可以应用于在不同条件下获得的稀疏胶体图案的空间配置的分析。

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