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The electron properties of infinite length single-walled silicon nanotubes are studied by density functional theory

机译:利用密度泛函理论研究无限长单壁硅纳米管的电子性质

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In this article, we aim to use LGTO-PBC-DFT calculation method with PBEPBE/6-31G(d) basis sets and PBC model to optimize geometric structure, obtain electron characteristics and band gaps of (n, m) chiral (6 = n = 16, 2 = m = 8); (n, 0) zigzag (3 = n = 15) and (n, n) armchair (2 = n = 8) pure infinite length single-walled Silicon nanotubes. We have obtained that the HOCO-LUCO gaps decrease with the radii of the SWSiNTs increase by using the PBEPBE functional and 6-31G(d) basis set. most of the infinite length SWSiNTs which we studied are narrow band gaps semiconductors. perhaps the surface structure is the most important factor affecting the band gap of the nanotubes. There have been a research on the infinite silicon nanotubes and with the increase of the tube radius, an indirectdirect band gap transition has been revealed. For all the armchair SWSiNTs, the infinite zigzag SiNTs (n,0), (3 = n = 9) and the infinite chiral SWSiNTs (6, 2), (9, 3), (10, 5), (12, 6) are semiconductors with indirect band gaps. While for the infinite zigzag SiNTs (n, 0) 15 = n = 10, and the infinite chiral SWSiNT (12, 4) are semiconductors with direct gaps at X point, the direct gaps open at X point. It is possible that direct band gap will become potential building blocks for electronic and optoelectronic devices. (C) 2018 Elsevier Ltd. All rights reserved.
机译:在本文中,我们旨在将LGTO-PBC-DFT计算方法与PBEPBE / 6-31G(d)基集和PBC模型一起使用,以优化几何结构,获得电子特性和(n,m)手性的带隙(6 < = n <= 16,2 <= m <= 8); (n,0)之字形(3 <= n <= 15)和(n,n)扶手椅(2 <= n <= 8)纯无限长单壁硅纳米管。我们已经获得了通过使用PBEPBE功能和6-31G(d)基集,HOCO-LUCO间隙随着SWSiNTs半径的增加而减小的方法。我们研究的大多数无限长SWSiNT都是窄带隙半导体。也许表面结构是影响纳米管带隙的最重要因素。已经对无限的硅纳米管进行了研究,并且随着管半径的增加,揭示了间接的带隙跃迁。对于所有扶手椅SWSiNT,无限之字形SiNT(n,0),(3 <= n <= 9)和无限手性SWSiNT(6、2),(9、3),(10、5),(12 ,6)是具有间接带隙的半导体。对于无限之字形SiNT(n,0)15> = n> = 10,而无限手征SWSiNT(12,4)是在X点处有直接间隙的半导体,而在X点处有直接间隙。直接的带隙可能会成为电子和光电设备的潜在组成部分。 (C)2018 Elsevier Ltd.保留所有权利。

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