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Influence Of Band Non-parabolicity On The Quantized Gate Capacitance In δ-doped Modfed Of Iii-v And Related Materials

机译:带非抛物线型对ii-v和相关材料的δ掺杂改性的量子化栅极电容的影响

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摘要

We have investigated analytically the influence of band non-parabolicity on the quantized gate capacitance in n-channel inversion layers of Al_xGa_(1-x)As|GaAs, In_(1-x)As_xSb|InSb, and In_(1-x)Al_xAs|In_(1-x)Ga_xAS_yP_(1-x) δ-doped modulation field effect devices, whose channel electrons obey the three, two, and the parabolic energy band models of Kane. The quantized gate capacitance has been investigated by including the effects of electric subbands under quantum mechanical treatment on GaAs, InSb, and In_(1-x)Ga_xAs_yP_(1-y) lattices matched to InP as channel materials. The oscillatory dependence of the quantized gate capacitance as a function of surface electric field and gate bias signatures directly the two-dimensional quantum confinement of the carriers. The influence of the band non-parabolicity of the confined carriers significantly influences the value of the gate capacitance. The result of the gate capacitances for the parabolic energy band model forms a special case of our generalized theoretical formalism.
机译:我们已经分析了带非抛物线型对Al_xGa_(1-x)As | GaAs,In_(1-x)As_xSb | InSb和In_(1-x)的n沟道反型层中量化栅极电容的影响Al_xAs | In_(1-x)Ga_xAS_yP_(1-x)δ掺杂的调制场效应器件,其沟道电子服从Kane的三个,两个和抛物线能带模型。通过包括量子力学处理下的电子带对GaAs,InSb和与InP匹配的In_(1-x)Ga_xAs_yP_(1-y)晶格作为沟道材料的影响,研究了量化的栅极电容。量化的栅极电容的振荡依赖性作为表面电场和栅极偏置特征的函数,直接影响载流子的二维量子约束。受限载流子的带非抛物线的影响显着影响栅极电容的值。抛物线能带模型的栅极电容结果形成了我们广义理论形式主义的特例。

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