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Code for the 3D simulation of nanoscale semiconductor devices, including drift-diffusion and ballistic transport in 1D and 2D subbands, and 3D tunneling

机译:用于纳米级半导体器件的3D模拟的代码,包括1D和2D子带中的漂移扩散和弹道传输以及3D隧穿

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Device modeling tools capable to address different degrees of quantum confinement and different transport regimes are required to address both MOSFETs at the end of the ITRS Roadmap and alternative device structures. In this work, we present a code based on the self-consistent solution of the i) many particle Schrodinger equation based on density functional theory, it) on the nonlinear Poisson equation, and ii) on the continuity equation for electrons and holes, in the cases of both drift-diffusion and ballistic transport regimes. In addition, different regions with arbitrary degrees of quantum confinement may be considered, and transport in such regions is consequently computed. We present an example for each of the simulation of: 1) a single electron transistor defined by split gates on an AlGaAs/GaAs heterostructure, and 2) a silicon nanowire transistor.
机译:需要具备能够解决不同程度的量子限制和不同传输方式的器件建模工具,才能解决ITRS路线图结尾处的两个MOSFET和替代器件结构的问题。在这项工作中,我们提出了一个基于以下自洽解的代码:i)基于密度泛函理论的多粒子薛定inger方程,它基于非线性泊松方程,以及ii)电子和空穴的连续性方程,漂移扩散和弹道运输制度的情况。另外,可以考虑具有任意程度的量子约束的不同区域,并且因此计算在这些区域中的传输。我们为以下每个仿真提供一个示例:1)由AlGaAs / GaAs异质结构上的分割栅定义的单个电子晶体管,以及2)硅纳米线晶体管。

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