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Growth of half-meter long carbon nanotubes based on Schulz-Flory distribution

机译:基于Schulz-Flory分布的半米长碳纳米管的生长

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摘要

The Schulz-Flory distribution is a mathematical function that describes the relative ratios of polymers of different length after a polymerization process, based on their relative probabilities of occurrence. Carbon nanotubes (CNTs) are big carbon molecules which have a very high length-to-diameter ratio, somewhat similar to polymer molecules. Large amounts of ultralong CNTs have not been obtained although they are highly desired. Here, we report that the Schulz-Flory distribution can be applied to describe the relative ratios of CNTs of different lengths produced with a floating chemical vapor deposition process, based on catalyst activity/deactivation probability. With the optimized processing parameters, we successfully synthesized 550-mm-long CNTs, for which the catalyst deactivation probability of a single growth step was ultralow. Our finding bridges the Schulz-Flory distribution and the synthesis of one-dimensional nanomaterials for the first time, and sheds new light on the rational design of process toward controlled production of nanotubesanowires.
机译:舒尔茨-弗洛里分布是一种数学函数,根据其相对发生概率,描述了聚合过程后不同长度的聚合物的相对比率。碳纳米管(CNT)是大的碳分子,其长径比非常高,与聚合物分子有些相似。尽管非常需要大量的超长CNT。在这里,我们报告基于催化剂活性/失活概率,舒尔茨-弗洛里分布可用于描述通过浮动化学气相沉积过程生产的不同长度的CNT的相对比率。通过优化的工艺参数,我们成功地合成了550毫米长的CNT,其单个生长步骤的催化剂失活概率极低。我们的发现首次架起了Schulz-Flory分布与一维纳米材料合成的桥梁,并为控制纳米管/纳米线生产的合理工艺设计提供了新的思路。

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