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首页> 外文期刊>Journal of Computational Electronics >A multi-purpose Schroedinger-Poisson Solver for TCAD applications
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A multi-purpose Schroedinger-Poisson Solver for TCAD applications

机译:适用于TCAD应用的多功能Schroedinger-Poisson解算器

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摘要

We present the Vienna Schroedinger-Poisson Solver (VSP), a multi-purpose quantum mechanical solver for investigations on nano-scaled device structures. VSP includes a quantum mechanical solver for closed as well as open boundary problems on fairly arbitrary one-dimensional cross sections within the effective mass framework. For investigations on novel gate dielectrics VSP holds models for bulk and interface trap charges, and direct and trap assisted tunneling. Hetero-structured semiconductor devices, like resonant tunneling diodes (RTD), can be treated within the closed boundary model for quick estimation of resonant energy levels. The open boundary model allows evaluation of current voltage characteristics.
机译:我们介绍了维也纳施罗丁格-泊松解算器(VSP),一种用于研究纳米级器件结构的多功能量子力学解算器。 VSP包括一个量子力学求解器,用于求解有效质量框架内任意任意一维截面上的封闭和开放边界问题。对于新型栅极电介质的研究,VSP拥有大量和界面陷阱电荷以及直接和陷阱辅助隧穿模型。异质结构的半导体器件,如谐振隧穿二极管(RTD),可以在封闭边界模型内进行处理,以快速估算谐振能级。开放边界模型允许评估当前电压特性。

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