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Grain-Orientation Induced Work Function Variation in Nanoscale Metal-Gate Transistors—Part I: Modeling, Analysis, and Experimental Validation

机译:纳米级金属门晶体管中晶粒取向引起的功函数变化—第一部分:建模,分析和实验验证

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This paper highlights and experimentally verifies a new source of random threshold-voltage $(V_{rm th})$ fluctuation in emerging metal-gate transistors and proposes a statistical framework to investigate its device and circuit-level implications. The new source of variability, christened work-function (WF) variation (WFV), is caused by the dependence of metal WF on the orientation of its grains. The experimentally measured data reported in this paper confirm the existence of such variations in both planar and nonplanar high-$k$ metal-gate transistors. As a result of WFV, the WFs of metal gates are statistical distributions instead of deterministic values. In this paper, the key parameters of such WF distributions are analytically modeled by identifying the physical dimensions of the devices and properties of materials used in the fabrication. It is shown that WFV can be modeled by a multinomial distribution where the key parameters of its probability distribution function can be calculated in terms of the aforementioned parameters. The analysis reveals that WFV will contribute a key source of $V_{rm th}$ variability in emerging generations of metal-gate devices. Using the proposed framework, one can investigate the implications of WFV for process, device, and circuit design, which are discussed in Part II.
机译:本文重点介绍并通过实验验证了新兴的金属栅晶体管中随机阈值电压(V_ {rm th})$波动的新来源,并提出了一个统计框架来研究其器件和电路级含义。变异性的新来源,即洗后功函数(WF)变异(WFV),是由于金属WF对其晶粒取向的依赖性所致。本文报道的实验测量数据证实了平面和非平面高kk金属栅晶体管都存在这种变化。作为WFV的结果,金属门的WF是统计分布而不是确定性值。在本文中,通过确定器件的物理尺寸和制造中使用的材料的属性,对此类WF分布的关键参数进行了解析建模。结果表明,WFV可以通过多项式分布建模,其中可以根据上述参数来计算其概率分布函数的关键参数。分析表明,WFV将为新兴的金属栅器件带来$ V_rms变化的关键来源。使用提出的框架,可以研究WFV对过程,设备和电路设计的影响,这将在第二部分中进行讨论。

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