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Gate Tunnelling Current Model for Nanoscale MOSFETs with Varying Surface Potential

机译:表面电位变化的纳米级MOSFET的栅极隧穿电流模型

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摘要

At nanoscale, the channel of metal oxide semiconductor field effect transistors (MOSFETs) acts like a potential well within which electron energy levels are quantized and a nonzero wavefunction is obtained at the oxide-semiconductor interface. As a result the gate tunnelling current has emerged a significant constraint in respect of scaling of ultrathin gate oxides. We have developed an analytical model considering varying surface potential with applied voltage for evaluating gate tunnelling current through thin dielectrics in nanoscale MOSFETs. The electron wavefunction has been calculated by treating the band profile in the channel as a triangular potential well. The tunnelling probability through the gate oxide has been evaluated using Jeffreys-Wentzel-Kramers-Brillouin approximation method. The tunnelling current density is estimated from the evaluated interface wavefunction along with the tunnelling probability. The results from the present model compare well with the published Mondal-Dutta model and the experimental data. The novelty of the present model lies in its simplicity and its analyticity requiring much less computational efforts for its implementation.
机译:在纳米级,金属氧化物半导体场效应晶体管(MOSFET)的沟道就像势阱一样,在其中对电子能级进行量化,并且在氧化物-半导体界面处获得非零波函数。结果,关于超薄栅氧化物的结垢,栅隧穿电流已经成为显着的约束。我们已经开发了一种分析模型,该模型考虑了随施加电压而变化的表面电势,以评估通过纳米级MOSFET中薄电介质的栅极隧穿电流。通过将通道中的能带分布视为三角势阱来计算电子波函数。已经使用Jeffreys-Wentzel-Kramers-Brillouin近似方法评估了通过栅极氧化物的隧穿概率。隧道电流密度是根据评估的界面波函数以及隧道概率估算的。本模型的结果与已发布的Mondal-Dutta模型和实验数据进行了比较。本模型的新颖性在于它的简单性和分析性,实现该模型所需的计算量少得多。

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