三角形FinFET亚阈值摆动的解析模型

Subhamoy Banerjee, B. Pradhan
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引用次数: 1

摘要

FinFET是一种准平面器件,它具有抑制所有短通道效应的能力,在半导体工业中得到了极大的重视。FinFET的硅鳍可以是矩形、梯形、三角形、凸形、凹形等不同形状。本文讨论了基于倾角、鳍片宽度和外加栅极电压的不同鳍片结构的亚阈值摆幅、阈值电压和漏极电流。我们还考虑了三角形翅片在不同翅片宽度下的通道电容变化。讨论了阈下摆动的一些新的解析表达式。在MATLAB中,我们根据不同的finfet参数绘制了不同图形的变化,并得到了各自的结果,证明我们的维数优于其他值。
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Analytical Model of Subthreshold Swing in Triangular-Shaped FinFET
FinFET, a quasi-planar device has gained tremendous importance in the semiconductor industry because it has the ability to suppress all the short-channel effects. The silicon fin of FinFET can be of different shapes-rectangular, trapezoidal, triangular, convex, concave etc. In this paper, we have discussed subthreshold swing, threshold voltage of different fin structures and drain current based on angle of inclination, fin width and applied gate voltages. We also include change of channel capacitance of triangular fin based on different fin width. Some novel analytical formula expression for subthreshold swing has been discussed. In MATLAB, we have plotted the variation of different graphs based on different parameters of FinFETs and obtain their respective results to prove that our dimensions are superior to other values.
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