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The effect of position‐dependent dielectric constant on the electric field and charge density in ap‐njunction

机译:位置与连字符相关的介电常数对ap连接中电场和电荷密度的影响

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摘要

One of the effects of heavy doping is that the dielectric constant varies with impurity density, and thus with position. The general form of Poisson’s equation is solved numerically for a Gaussianp‐njunction using a model for egr;(N) which is consistent with the experimental data reported by Castner. The results indicate that the charge density near the surface where the doping is large is a strong function of egr;(N), resulting in a large deviation from the constant egr; case. This result may be important when capacitive measurement techniques are used to find device parameters in heavily doped semiconductors. The result also indicates a need to consider egr;(N) in the theory of the ionization of impurity atoms.
机译:重掺杂的影响之一是介电常数随杂质密度而变化,从而随位置而变化。泊松方程的一般形式是使用 &egr;(N) 的模型对高斯连字符结进行数值求解的,该模型与 Castner 报告的实验数据一致。结果表明,掺杂量大的表面附近的电荷密度是&egr;(N)的强函数,导致与常数&egr;情况的偏差较大。当电容测量技术用于查找重掺杂半导体中的器件参数时,这一结果可能很重要。结果还表明,在杂质原子的电离理论中需要考虑&egr;(N)。

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