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Impact of stray charge on interconnect wire via probability model of double-dot system

机译:双点系统概率模型对杂散电荷对互连线的影响

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摘要

The behavior of quantum cellular automata (QCA) under the influence of a stray charge is quantified. A new time-independent switching paradigm, a probability model of the double-dot system, is developed. Superiority in releasing the calculation operation is presented by the probability model compared to previous stray charge analysis utilizing ICHA or full-basis calculation. Simulation results illustrate that there is a 186-nm-wide region surrounding a QCA wire where a stray charge will cause the target cell to switch unsuccessfully. The failure is exhibited by two new states' dominating the target cell. Therefore, a bistable saturation model is no longer applicable for stray charge analysis.
机译:量化了在杂散电荷影响下的量子细胞自动机(QCA)的行为。开发了一种新的与时间无关的切换范例,即双点系统的概率模型。与以前使用ICHA或全基计算的杂散电荷分析相比,概率模型显示了释放计算操作的优越性。仿真结果表明,在QCA导线周围存在一个186 nm宽的区域,其中杂散电荷将导致目标电池切换失败。通过两个新状态主导目标单元来显示故障。因此,双稳态饱和模型不再适用于杂散电荷分析。

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