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A new simplified two-dimensional model for the threshold voltage of MOSFET's with nonuniformly doped substrate

机译:衬底掺杂不均匀的MOSFET阈值电压的简化二维模型

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A new simplified two-dimensional model for the threshold voltage of MOSFETs is derived in terms of simple characteristic functions. These characteristic functions are transformed from the exact series solution of the two-dimensional Poisson's equation, in which the effects of a nonuniformly doped substrate and a finite graded source-drain junction depth are included. In this model, charge-screening effects are proposed to account for the weak dependence of the threshold voltage on the substrate bias for short-channel MOSFETs, and exact source and drain boundary potentials can be approximated by their equivalent power functions. The accuracy of the simplified 2-D model is verified by 2-D numerical analysis. Moreover, comparisons between the simplified 2-D model and the experimental results are made, and good agreement is obtained for wide ranges of channel lengths, applied substrate, and drain biases.
机译:根据简单的特征函数,得出了一个新的简化的MOSFET阈值电压二维模型。这些特征函数是从二维泊松方程的精确级数解转化而来的,其中包括了非均匀掺杂衬底和有限梯度源极-漏极结深度的影响。在该模型中,提出了电荷屏蔽效应,以解决阈值电压对短沟道MOSFET的衬底偏置的弱依赖性,并且精确的源极和漏极边界电势可以通过其等效功率函数来近似。通过二维数值分析验证了简化二维模型的准确性。此外,在简化的二维模型和实验结果之间进行了比较,并且对于宽范围的沟道长度,施加的衬底和漏极偏置都获得了很好的一致性。

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