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Impact of RDF and RTS on the performance of SRAM cells

机译:RDF和RTS对SRAM单元性能的影响

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This paper investigates electrical effects due to reliability phenomena associated with the downscaling of transistors in advanced technologies, particularly Random Telegraph Signal (RTS) and Random Dopant Fluctuations (RDF). RDF and RTS are becoming important issues in sub-60 nm technologies, mainly in memories, where transistor sizes are smaller. This paper presents a comprehensive evaluation of the impact of the joint effect of RTS and RDF on 6T-SRAM cells. Based on 3-D atomistic simulation of the device structure, doping profile, and trap location, the random threshold voltage variation caused by the joint effect of RDF and RTS is evaluated. The derived threshold voltage variation is then used to statistically evaluate the performance variation at the circuit level. Finally, the impact of assuming a normal distribution for the threshold voltage variation caused by RDF and RTS is studied. The results obtained running Monte Carlo simulations raffling the value of the variation of the threshold voltage from a database obtained by 3-D atomistic simulation are compared to the results obtained running Monte Carlo simulations considering the variation of the threshold voltage as a Normal distribution. The results show that for a 6T-SRAM designed with 45 nm technology the read noise margin distributions are very similar between the two cases, making the Normal distribution a good approximation for the Vth variations. Nevertheless, the performance variation induced at the circuit level does not necessarily follow a normal distribution.
机译:本文研究了与先进技术中的晶体管缩小相关的可靠性现象所引起的电效应,特别是随机电报信号(RTS)和随机掺杂物涨落(RDF)。 RDF和RTS在60纳米以下技术中正成为重要的问题,主要是在晶体管尺寸较小的存储器中。本文对RTS和RDF联合效应对6T-SRAM单元的影响进行了全面评估。基于器件结构,掺杂分布和陷阱位置的3-D原子模拟,评估了由RDF和RTS的联合效应引起的随机阈值电压变化。然后将导出的阈值电压变化用于在电路级别上统计评估性能变化。最后,研究了假设正态分布对于由RDF和RTS引起的阈值电压变化的影响。将通过3D原子模拟获得的数据库中阈值电压的变化值进行抽查的运行Monte Carlo模拟获得的结果与将阈值电压的变化视为正态分布的运行Monte Carlo模拟获得的结果进行比较。结果表明,对于采用45 nm技术设计的6T-SRAM,两种情况之间的读取噪声容限分布非常相似,这使得正态分布成为Vth变化的良好近似值。但是,在电路级引起的性能变化不一定遵循正态分布。

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