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Endurance Statistical Behavior of Resistive Memories Based on Experimental and Theoretical Investigation

机译:基于实验和理论研究的电阻记忆的耐力统计行为

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Endurance reliability at the array level of resistive random access memories (RRAMs) is addressed. Both oxide based RAM and conductive bridge RAM stacks are extensively characterized, presenting various measurements over resistive layers, memory stacks, and programming conditions. These measurement results allow to extract the maximum number of cycles before breakdown Nc max. It is found that this quantity follows a log-normal law. According to this first significant result, the impact of SET and RESET conditions on Nc max statistics is studied. Using tailored ramp voltage stress (RVS) measurements, the minimum RRAM switching voltage is extracted along the endurance cycles and then correlated with the memory degradation. To explain and better understand all these experimental results, a stochastic model based on defect generation in a constriction zone of the resistive layer during cycling is proposed. After exploration of the size, geometry, and shape of such constriction zone, as well as different probability laws governing breakdown, modeled Nc max distributions fitting the experimental ones are successfully generated and deeper explanations about the origin of the maximum number of cycles variability are inferred.
机译:解决了电阻式随机存取存储器(RRAM)在阵列级别的耐久性可靠性。基于氧化物的RAM和导电桥RAM堆栈均具有广泛的特性,可提供有关电阻层,存储器堆栈和编程条件的各种测量结果。这些测量结果允许在击穿Nc max之前提取最大循环数。发现该数量遵循对数正态定律。根据第一个重要结果,研究了SET和RESET条件对Nc max统计量的影响。使用量身定制的斜坡电压应力(RVS)测量,沿耐久性周期提取最小的RRAM开关电压,然后将其与存储器降级相关联。为了解释和更好地理解所有这些实验结果,提出了一种基于循环过程中电阻层收缩区内缺陷产生的随机模型。在探索了该压缩区的大小,几何形状和形状以及控制破裂的不同概率定律之后,成功生成了适合实验值的建模Nc max分布,并得出了关于最大循环数可变性起源的更深层解释。 。

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