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Current transport mechanisms and trap state investigations in (Ni/Au)-AlN/GaN Schottky barrier diodes

机译:(Ni / Au)-AlN / GaN肖特基势垒二极管中的电流传输机制和陷阱态研究

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摘要

The current transport mechanisms in (Ni/Au)-AlN/GaN Schottky barrier diodes (SBDs) were investigated by the use of current-voltage characteristics in the temperature range of 80-380 K. In order to determine the true current transport mechanisms for (Ni/Au)-AlN/GaN SBDs, by taking the Js(tunnel), E 0, and Rs as adjustable fit parameters, the experimental J-V data were fitted to the analytical expressions given for the current transport mechanisms in a wide range of applied biases and at different temperatures. Fitting results show the weak temperature dependent behavior in the saturation current and the temperature independent behavior of the tunneling parameters in this temperature range. Therefore, it has been concluded that the mechanism of charge transport in (Ni/Au)-AlN/GaN SBDs, along the dislocations intersecting the space charge region, is performed by tunneling. In addition, in order to analyze the trapping effects in (Ni/Au)-AlN/GaN SBDs, the capacitance-voltage (C-V) and conductance-voltage (G/ω-V) characteristics were measured in the frequency range 0.7-50 kHz. A detailed analysis of the frequency-dependent capacitance and conductance data was performed, assuming the models in which traps are located at the heterojunction interface. The density (Dt) and time constants (τt) of the trap states have been determined as a function of energy separation from the conduction-band edge (Ec - Et) as Dt≅ (5-8)×10 12eV-1 cm-2andτt≅(43-102) μs, respectively. © 2010 Elsevier Ltd. All rights reserved.
机译:利用(Ni / Au)-AlN / GaN肖特基势垒二极管(SBDs)中的电流传输机制,通过在80-380 K的温度范围内使用电流-电压特性进行了研究。 (Ni / Au)-AlN / GaN SBDs,通过将Js(隧道),E 0和Rs作为可调拟合参数,将实验JV数据拟合到给出的电流传输机制的解析表达式中施加的偏压和不同的温度。拟合结果表明,在此电流范围内,饱和电流中的温度相关行为较弱,而隧道参数的温度相关行为则较弱。因此,可以得出结论,(Ni / Au)-AlN / GaN SBD中沿着与空间电荷区域相交的位错的电荷传输机制是通过隧穿实现的。另外,为了分析(Ni / Au)-AlN / GaN SBD中的俘获效应,在0.7-50频率范围内测量了电容-电压(CV)和电导-电压(G /ω-V)特性千赫。假设阱中位于异质结界面的模型,对频率相关的电容和电导数据进行了详细的分析。陷阱态的密度(Dt)和时间常数(τt)已确定为与导带边缘(Ec-Et)的能量分离的函数,为Dt≅(5-8)×10 12eV-1 cm- 2和τt≅(43-102)μs。 ©2010 ElsevierLtd。保留所有权利。

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