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Numerical estimation of trap depth in polymeric materials using molecular orbital method

机译:分子轨道法数值估算高分子材料中的陷阱深度

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Trap depth in polyethylene was numerically estimated using calculation of molecular orbital method. In polymeric material, electric conduction seems to be strongly affected by the existence of carrier traps. Therefore the estimation of trap depth is one of important factors for electrical characterization of polymeric materials. However, there are not so many examples to estimate the trap depth. Therefore, authors have tried to calculate it assuming a model of energy band structure and electron orbital using molecular orbital method. By the numerical calculation, the trap depths for electrons and holes formed around carbonyl grope in polyethylene were obtained. Since pure polyethylene doesn't have any localized state to capture carriers, a trap site derived from naturally included impurities like carbonyl group may play a role of trap site in polyethylene. On the other hand, in the case of polyimide, which has benzene ring in main chain, the traps are formed on the structure of main chain around the benzene rings. It means that polyimide originally has the traps in main chain. The depths for negative and positive carriers were also numerically.
机译:聚乙烯中的陷阱深度使用分子轨道方法的计算进行了数值估计。在聚合物材料中,似乎似乎受到载流子陷阱的强烈影响。因此,陷阱深度的估计是聚合物材料电学表征的重要因素之一。但是,没有太多的示例来估计陷阱深度。因此,作者试图使用分子轨道方法在能带结构和电子轨道模型的基础上进行计算。通过数值计算,获得了在聚乙烯中羰基摸索周围形成的电子和空穴的陷阱深度。由于纯聚乙烯不具有捕获载流子的任何局部状态,因此源自天然包含的杂质(如羰基)的捕集位点可能在聚乙烯中起到捕集位点的作用。另一方面,在主链上具有苯环的聚酰亚胺的情况下,在围绕苯环的主链的结构上形成陷阱。这意味着聚酰亚胺最初在主链中具有陷阱。负载流子和正载流子的深度也是数值。

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