电介质表面锌和酞菁酸石墨烯的电离势计算

D. Kuranov, T. Andreeva, M. Bedrina
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引用次数: 0

摘要

提出了一种计算电介质表面分子电离势的数学模型,以量化基材上材料电子特性的变化。基于酞菁衍生物的纳米系统的半导体和光电性能是由分子的电子结构决定的。以邻苯酞酸锌分子ZnC32N8H16为基础,通过连接苯环ZnC48N8H24、ZnC64N8H32和模拟zn4c120n32h48薄膜结构的模型,构建了增加该分子的模型结构。石墨烯被认为是一种模拟单体片段的纳米结构。计算了这些化合物在氧化镁、氯化钠和硅表面的电离势。在有底物存在的情况下,所有纳米结构的电离势都降低,而表面电离势的大小在所有化合物中保持根本不同。表面喷涂的化合物ZnC64N8H32表现出最好的光电性能,其表面电离势与石墨烯相当。
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Calculation of the ionization potential of zinc and graphene phthalocyaninates on the surface of dielectrics
A mathematical model is proposed for calculating the ionization potentials of molecules on the surface of dielectrics in order to quantify changes in the electronic characteristics of materials on a substrate. The semiconductor and photoelectronic properties of nanosystems based on phthalocyanine derivatives are determined by the electronic structure of molecules. Based on the zinc phthalocyaninate molecule ZnC32N8H16, model structures are constructed that increase this molecule by attaching benzene rings ZnC48N8H24, ZnC64N8H32 and a model simulating the film structure of Zn4C120N32 H48. Graphene was considered as a nanostructure modeling a fragment of a monomer lm. The ionization potentials of these compounds on the surface of magnesium oxide, sodium chloride and silicon are calculated. In the presence of a substrate, the ionization potentials of all nanostructures decrease, while the values of the surface ionization potentials remain fundamentally dierent in their magnitude for all compounds. The compound ZnC64N8H32 sprayed onto the surface exhibits the best photoelectronic properties, its surface ionization potential is comparable to graphene.
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来源期刊
CiteScore
1.30
自引率
50.00%
发文量
10
期刊介绍: The journal is the prime outlet for the findings of scientists from the Faculty of applied mathematics and control processes of St. Petersburg State University. It publishes original contributions in all areas of applied mathematics, computer science and control. Vestnik St. Petersburg University: Applied Mathematics. Computer Science. Control Processes features articles that cover the major areas of applied mathematics, computer science and control.
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