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Novel three-dimensional interphase characterisation of polymer nanocomposites using nanoscaled topography

机译:使用纳米级地形的聚合物纳米复合材料的新型三维相互作用

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Mechanical properties of polymer nanocomposites depend primarily on nanointerphases as transitional zones between nanoparticles and surrounding matrices. Due to the difficulty in the quantitative characterisation of nanointerphases, previous literature generally deemed such interphases as one-dimensional uniform zones around nanoparticles by assumption for analytical or theoretical modelling. We hereby have demonstrated for the first time direct three-dimensional topography and physical measurement of nanophase mechanical properties between nanodiameter bamboo charcoals (NBCs) and poly (vinyl alcohol) (PVA) in polymer nanocomposites. Topographical features, nanomechanical properties and dimensions of nanointerphases were systematically determined via peak force quantitative nanomechanical tapping mode. Significantly different mechanical properties of nanointerphases were revealed as opposed to those of individual NBCs and PVA matrices. Non-uniform irregular three-dimensional structures and shapes of nanointerphases are manifested around individual NBCs, which can be greatly influenced by nanoparticle size and roughness, and nanoparticle dispersion and distribution. Elastic moduli of nanointerphases were experimentally determined in range from 25.32 +/- 3.4 to 66.3 +/- 3.2 GPa. Additionally, it is clearly shown that the interphase modulus strongly depends on interphase surface area and interphase volume. Different NBC distribution patterns from fully to partially embedded nanoparticles are proven to yield a remarkable reduction in elastic moduli of nanointerphases.
机译:聚合物纳米复合材料的力学性质主要取决于纳米粒子作为纳米颗粒和周围基质之间的过渡区。由于纳米骨骼的定量表征的难度,之前的文献通常认为通过假设分析或理论建模的假设将这种差异作为纳米颗粒周围的一维均匀区域。我们在此证明了纳米型簇竹炭(NBCS)和聚(乙烯醇)(PVA)之间的纳米型机械性能的第一次直接三维形貌和物理测量。通过峰值力定量纳米机械攻丝模式系统地确定纳米骨级的地形特征,纳米力学性质和尺寸。显示出纳米骨髓的显着不同的机械性能,而不是单独的NBC和PVA基质的机械性能。非均匀的不规则三维结构和纳米骨的形状围绕各个NBC表现出,其可以极大地受纳米颗粒尺寸和粗糙度的影响,以及纳米颗粒分散和分布。纳米骨的弹性模量在实验中,范围为25.32 +/- 3.4至66.3 +/- 3.2GPa。另外,清楚地表明,相互作用模量强烈取决于间面的表面积和间隔体积。从充分部分地嵌入的纳米颗粒不同NBC分布模式被证明,得到在nanointerphases的弹性模量的显着降低。

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