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Carrier-Based Approach: A Generous Strategy to Develop Compact Model of Non-Classical CMOS

机译:基于运营商的方法:一种开发非经典CMOS紧凑模型的慷慨策略

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As traditional CMOS is gradually approaching the limit of the bulk technology scaling, non-classical CMOS devices such as UTB-SOI, DG-MOSFET and MG structure provide a path to scale CMOS to the end of the Roadmap using new transistor structural designs. Compact modeling of such non-classical MOSFET devices calls for a fundamentally different approach from the conventional bulk CMOS because of the different device physics picture and unique physical effects in the new topology of the non-classical CMOS devices. This paper outlines the carrier-based approach: A generous strategy to develop the compact model of non-classical MOSFETs. It is shown that the carrier-based analytic models of UTB-SOI, DG and SRG MOSFETs can be developed in terms of the induced carrier concentration rather than the traditional surface potential or the charge variable. Based on an exact solution of the Poisson equation in various non-classical structures coupled to the Pao-Sah current formulation in terms of the carrier concentration, the different dependences of the surface potential, centric potential, inversion charge and the current on the silicon body thickness and the gate oxide are elucidated analytically and then the predicted IV characteristics are compared with the 2-D and 3-D numerical simulations. The analytical results of the model presented show in a good agreement with the numerical simulation, demonstrating the model is valid for all operation regions and traces the transition between them without any auxiliary variable and function
机译:随着传统CMOS逐渐接近大规模技术扩展的极限,非经典CMOS器件(如UTB-SOI,DG-MOSFET和MG结构)提供了使用新的晶体管结构设计将CMOS扩展到路线图终点的途径。这种非经典MOSFET器件的紧凑模型要求与传统的块状CMOS根本不同的方法,因为非经典CMOS器件的新拓扑具有不同的器件物理图像和独特的物理效果。本文概述了基于载流子的方法:一种开发非经典MOSFET紧凑模型的慷慨策略。结果表明,可以根据感应的载流子浓度而不是传统的表面电势或电荷变量来开发UTB-SOI,DG和SRG MOSFET的基于载流子的分析模型。基于在载流子浓度方面耦合到Pao-Sah电流公式的各种非经典结构中的泊松方程的精确解,表面电势,中心电势,反转电荷和电流对硅体的不同依赖性通过分析阐明厚度和栅氧化层,然后将预测的IV特性与2-D和3-D数值模拟进行比较。提出的模型的分析结果与数值模拟非常吻合,表明该模型对所有操作区域均有效,并跟踪了它们之​​间的过渡,而没有任何辅助变量和函数

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