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Recent developments in tight-binding approaches for nanowires

机译:纳米线紧密结合方法的最新进展

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Full-band nanowire simulations pose significant computational challenges. Nanowires and nanostructures in general have many interfaces, may be composed of alloys, and feature confinement on a scale of a few tens of nanometers. The empirical tight-binding approach is well-suited for modeling these devices: Its basis consists of atomic-like or-bitals with limited-range interactions and reasonably-sized basis sets can accurately reproduce the bands of a wide range of semiconductors. The method easily accommodates strain and electromagnetic fields. Over the years the application of the tight-binding approach to nanodevices such as superlat-tices and resonant-tunneling diodes has led to the development of many useful computational techniques. Recently, its application to random-alloy nanowire calculations has led to the development of approximate bandstructure methods superior to the Virtual-Crystal Approximation for these nanostructures, and its use in nanowire transmission calculations has led to a highly efficient method for transmission calculations. I discuss tight-binding models generally and then give a more in-depth discussion of the recent developments in tight-binding models as applied to nanowires.
机译:全波段纳米线模拟带来了巨大的计算挑战。纳米线和纳米结构通常具有许多界面,可以由合金组成,并且特征限制在几十纳米的规模上。紧密结合的经验方法非常适合于对这些器件进行建模:其基础由具有有限范围相互作用的原子状轨道组成,并且合理大小的基础集可以准确地再现各种半导体的能带。该方法容易适应应变和电磁场。多年来,将紧密绑定方法应用于诸如超晶格和谐振隧道二极管之类的纳米器件已导致许多有用的计算技术的发展。近来,其在随机合金纳米线计算中的应用导致了优于这些纳米结构的虚拟晶体近似的能带结构方法的发展,并且其在纳米线透射率计算中的使用导致了一种用于透射率计算的高效方法。我通常讨论紧密绑定模型,然后对应用于纳米线的紧密绑定模型的最新发展进行更深入的讨论。

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