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Model of conductivity of fullerite tubules in ion tracks of polymer foils

机译:聚合物箔离子轨道中的富集小管电导率模型

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One of the possibilities to create sensors based on fullerite films is the incorporation of fullerite tubules in polymer foils. This paper describes first the production technology of such tubules with typically /spl sim/100 nm to /spl sim/3 /spl mu/m radius and /spl sim/10 to 25 /spl mu/m length. For this sake polyimide foils are irradiated by heavy ion beams and then etched. The thus created nanopores - the so-called "etched tracks" - are characterized by the ion transmission spectroscopy (ITS). Then fullerene is deposited layer by layer on the inner wall of these tracks, and both the reduction of the inner pore diameter and the resistance of the emerging fullerite tubules are determined. It is seen that no simple correlation exists between these two quantities. Therefore we established a simple analytical model in which the total tubule conductance consists of two components, a surface and a bulk conductance. The comparison of this theory with the experimental conductance data as a function of track radius by means of a least-square fit method indicates that the conductance of tubules with thin walls is essentially governed by surface conductivity whereas thick tubules rather can be described well by essentially the fullerite bulk conductivity. Numerical values of both the bulk and surface conductivities /spl sigma//sub bs/ ; /spl sigma//sub ss/ of the fullerite tubules are derived.
机译:基于富勒斯电影创建传感器的可能性之一是在聚合物箔中掺入富集小管。本文首先介绍了这种小管的生产技术,具有通常/ SPL SIM / 100nm至/ SPL SIM / 3 / SPL MU / M半径和/ SPL SIM / 10至25 / SPL MU / M长度。对于这种粘液,聚酰亚胺箔被重质离子束照射,然后蚀刻。由此产生的纳米孔 - 所谓的“蚀刻轨道” - 以离子传输光谱(其)为特征。然后通过层在这些轨道的内壁上沉积富勒烯层,并且确定了内孔径的降低和出现的富勒斯小管的电阻。可以看出,这两种数量之间没有简单的相关性。因此,我们建立了一种简单的分析模型,其中总管道电导由两个部件,表面和散装电导组成。通过至少方形拟合方法作为轨道半径的函数的实验导电数据的比较表明,具有薄壁的小管的电导基本上由表面电导率控制,而厚管相当可以通过基本上良好描述富勒斯散装电导率。散装和表面电导率/ SPL Sigma //子BS / up o / spr的数值/; / SPL Sigma // ups / upererite小管的ss / sss。

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