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Monte Carlo modeling of electron transport in repeated overshoot structures

机译:重复超调结构中电子传输的蒙特卡洛模拟

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Repeated velocity overshoot has been proposed as a way of obtaining high average velocities over significant distances in semiconductor devices. The potential of this concept is examined using a fully-self-consistent particle-field Monte Carlo simulation. Numerical results are presented for realistic periodic overshoot structures for a range of bias conditions and operating temperatures of 77 and 300 K. Local velocity overshoot peaks are observed in the simulated structures, but the average carrier velocity and current at each bias point are in all cases less than those associated with transport in bulk material at the same bias point. The physical mechanisms underlying this result are analyzed. It is found that ensemble (diffusion) effects, which were neglected in the original proposal of the repeated overshoot concept, strongly influence the results that are achievable in practice.
机译:已经提出了重复的速度超调,作为在半导体器件中相当长的距离上获得高平均速度的一种方法。使用完全自洽的粒子场蒙特卡洛模拟研究了此概念的潜力。给出了在一定偏置条件下以及在77和300 K的工作温度范围内的实际周期性过冲结构的数值结果。在模拟结构中观察到了局部速度过冲峰值,但是在所有情况下,每个偏置点的平均载流子速度和电流都是小于在相同偏置点与散装物料运输相关的那些。分析了此结果的物理机制。发现在重复超调概念的原始建议中被忽略的整体(扩散)效应强烈影响了在实践中可达到的结果。

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