Threshold voltage calculation in ultra-thin film SOI MOSFETs using the effective potential

S. M. Ramey, D. Ferry
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引用次数: 3

Abstract

The success of the effective potential method of including quantum confinement effects in simulations of MOSFETs is based on the ability to calculate ahead of time the extent of the Gaussian wave-packet used to describe the electron. In the calculation of the Gaussian, the inversion layer is assumed to form in a triangular potential well, from which a suitable standard deviation can be obtained. The situation in an ultra-thin SOI MOSFET is slightly different, in that the potential well has a triangular bottom, but there is a significant contribution to the confinement from the rectangular barriers formed by the gate oxide and the buried oxide (BOX). For this more complex potential well, it is of interest to determine the range of applicability of the constant standard deviation effective potential model. In this work we include this effective potential model in 3D Monte Carlo calculations of the threshold voltage of ultra-thin SOI MOSFETs. We find that the effective potential recovers the expected trend in threshold voltage shift with shrinking silicon thickness, down to a thickness of approximately 3 nm.
利用有效电位计算超薄膜SOI mosfet的阈值电压
在mosfet模拟中包含量子约束效应的有效势方法的成功是基于能够提前计算用于描述电子的高斯波包的范围。在高斯函数的计算中,假设反转层形成于三角形势阱中,可以从中得到合适的标准差。超薄SOI MOSFET的情况略有不同,因为势阱具有三角形底部,但栅极氧化物和埋地氧化物(BOX)形成的矩形势垒对约束有重要贡献。对于这种较为复杂的势井,确定常标准差有效势模型的适用范围是很有意义的。在这项工作中,我们将该有效电位模型纳入超薄SOI mosfet阈值电压的三维蒙特卡罗计算中。我们发现,随着硅厚度的减小,有效电位恢复了阈值电压漂移的预期趋势,厚度降至约3nm。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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