堆叠栅介质对称双栅单Halo应变Si金属氧化物半导体场效应管二维模型

提出了一种堆叠栅介质对称双栅单Halo应变Si金属氧化物半导体场效应管(metal-oxide semiconductor field effect transistor,MOSFET)新器件结构.采用分区的抛物线电势近似法和通用边界条件求解二维泊松方程,建立了全耗尽条件下的表面势和阈值电压的解析模型.该结构的应变硅沟道有两个掺杂区域,和常规双栅器件(均匀掺杂沟道)比较,沟道表面势呈阶梯电势分布,能进一步提高载流子迁移率;探讨了漏源电压对短沟道效应的影响;分析得到阈值电压随缓冲层Ge组分的提高而降低,随堆叠栅介质高k层介电常数的增大而增大,随源端应变硅沟道掺杂浓度的升高而增大,并解释了其物理机理.分析结果表明:该新结构器件能够更好地减小阈值电压漂移,抑制短沟道效应,为纳米领域MOSFET器件设计提供了指导.     

漏致势垒降低效应对短沟道应变硅金属氧化物半导体场效应管阈值电压的影响

结合应变硅金属氧化物半导体场效应管(MOSFET)结构,通过求解二维泊松方程,得到了应变Si沟道的电势分布,并据此建立了短沟道应变硅NMOSFET的阈值电压模型.依据计算结果,详细分析了弛豫Si_1－βGe_β中锗组分β、沟道长度、漏电压、衬底掺杂浓度以及沟道掺杂浓度对阈值电压的影响,从而得到漏致势垒降低效应对小尺寸应变硅器件阈值电压的影响,对应变硅器件以及电路的设计具有重要的参考价值. 关键词： 应变硅金属氧化物半导体场效应管 漏致势垒降低 二维泊松方程 阈值电压模型     

SiC肖特基源漏MOSFET的阈值电压

SiC肖特基源漏MOSFET的阈值电压不同于传统的MOSFET的阈值电压.在深入分析工作机理的基础上,利用二维模拟软件ISE提取并分析了器件的阈值电压.对SiC肖特基源漏MOSFET的阈值电压给出物理描述,得出当源极载流子主要以场发射方式进入沟道,同时沟道进入强反型状态,此时的栅电压是该器件的阈值电压. 关键词： 碳化硅 肖特基接触 阈值电压     

环栅肖特基势垒金属氧化物半导体场效应管漏致势垒降低效应研究

结合环栅肖特基势垒金属氧化物半导体场效应管(MOSFET)结构, 通过求解圆柱坐标系下的二维泊松方程得到了表面势分布, 并据此建立了适用于低漏电压下的环栅肖特基势垒NMOSFET阈值电压模型.根据计算结果, 分析了漏电压、沟道半径和沟道长度对阈值电压和漏致势垒降低的影响, 对环栅肖特基势垒MOSFET器件以及电路设计具有一定的参考价值. 关键词： 环栅肖特基势垒金属氧化物半导体场效应管 二维泊松方程 阈值电压模型 漏致势垒降低     

异质多晶SiGe栅应变Si NMOSFET物理模型研究

结合了“栅极工程”和“应变工程”二者的优点, 异质多晶SiGe栅应变Si MOSFET, 通过沿沟道方向使用不同功函数的多晶SiGe材料, 在应变的基础上进一步提高了MOSFET的性能. 本文结合其结构模型, 以应变Si NMOSFET为例, 建立了强反型时的准二维表面势模型, 并进一步获得了其阈值电压模型以及沟道电流的物理模型. 应用MATLAB对该器件模型进行了分析, 讨论了异质多晶SiGe栅功函数及栅长度、衬底SiGe中Ge组分等参数对器件阈值电压、沟道电流的影响, 获得了最优化的异质栅结构. 模型所得结果与仿真结果及相关文献给出的结论一致, 证明了该模型的正确性. 该研究为异质多晶SiGe栅应变Si MOSFET的设计制造提供了有价值的参考. 关键词： 异质多晶SiGe栅 应变Si NMOSFET 表面势 沟道电流     

一个圆柱形双栅场效应晶体管的物理模型

圆柱形双栅场效应晶体管(CSDG MOSFET)是在围栅MOSFET器件增加内部控制栅而形成,与双栅、三栅及围栅MOSFET器件相比,圆柱形双栅MOSFET提供了更好的栅控性能和输出特性.本文通过求解圆柱坐标系下的二维泊松方程,得到了圆柱形双栅MOSFET的电势模型;进一步对反型电荷沿沟道积分,建立其漏源电流模型.分析讨论了圆柱形双栅MOSFET器件的电学特性,结果表明:圆柱形双栅MOSFET外栅沿沟道的最小表面势和器件的阈值电压随栅介质层介电常数的增大而减小,其漏源电流和跨导随栅介质层介电常数的增大而增大;随着器件参数的等比例缩小,沟道反型电荷密度减小,其漏源电流和跨导也减小.     

纳米MOSFET迁移率解析模型

从玻尔兹曼方程出发，重新计算了纳米MOSFET沟道内的载流子所服从的分布函数，特别是考虑了纳米MOSFET横向电场和纵向电场之间的相互作用，并且以得到的非平衡状态下的分布函数为基础，考虑载流子寿命和速度的统计分布，给出了纳米MOSFET载流子迁移率的解析表达式.通过与数值模拟结果进行比较和分析，该迁移率解析模型形式简洁、物理概念清晰，且具有相当精度. 关键词： 玻尔兹曼方程 纳米MOSFET 迁移率 沟道有效电场     

高k介质异质栅全耗尽SOI MOSFET二维解析模型

为了研究高介电常数(高k)栅介质材料异质栅中绝缘衬底上的硅和金属-氧化物-硅场效应晶体管的短沟道效应,为新结构器件建立了全耗尽条件下表面势和阈值电压的二维解析模型.模型中考虑了各种主要因素的影响,包括不同介电常数材料的影响,栅金属长度及其功函数变化的影响,不同漏电压对短沟道效应的影响.结果表明,沟道表面势中引入了阶梯分布,因此源端电场较强;同时漏电压引起的电势变化可以被屏蔽,抑制短沟道效应.栅介电常数增大,也可以较好的抑制短沟道效应.解析模型与数值模拟软件ISE所得结果高度吻合. 关键词： 异质栅 绝缘衬底上的硅 阈值电压 解析模型     

非对称Halo异质栅应变Si SOI MOSFET的二维解析模型

为了进一步提高深亚微米SOI (Silicon-On-Insulator) MOSFET (Metal-Oxide Semiconductor Field Effect Transistor) 的电流驱动能力, 抑制短沟道效应和漏致势垒降低效应, 提出了非对称Halo异质栅应变Si SOI MOSFET. 在沟道源端一侧引入高掺杂Halo结构, 栅极由不同功函数的两种材料组成. 考虑新器件结构特点和应变的影响, 修正了平带电压和内建电势. 为新结构器件建立了全耗尽条件下的表面势和阈值电压二维解析模型. 模型详细分析了应变对表面势、表面场强、阈值电压的影响, 考虑了金属栅长度及功函数差变化的影响. 研究结果表明,提出的新器件结构能进一步提高电流驱动能力, 抑制短沟道效应和抑制漏致势垒降低效应, 为新器件物理参数设计提供了重要参考. 关键词： 非对称Halo 异质栅 应变Si 短沟道效应     

应变Si NMOSFET阈值电压集约物理模型

本文采用渐变沟道近似和准二维分析的方法, 通过求解泊松方程, 建立了应变Si NMOSFET阈值电压集约物理模型. 模型同时研究了短沟道, 窄沟道, 非均匀掺杂, 漏致势垒降低等物理效应对阈值电压的影响. 采用参数提取软件提取了阈值电压相关参数, 通过将模型的计算结果和实验结果进行对比分析, 验证了本文提出的模型的正确性. 该模型为应变Si超大规模集成电路的分析和设计提供了重要的参考. 关键词： 应变Si NMOSFET 阈值电压 集约物理模型     

Quasi-two-dimensional threshold voltage model for junctionless cylindrical surrounding gate metal-oxide-semiconductor field-effect transistor with dual-material gate

Based on the quasi-two-dimensional(2D) solution of Poisson’s equation in two continuous channel regions, an analytical threshold voltage model for short-channel junctionless dual-material cylindrical surrounding-gate(JLDMCSG) metal-oxide-semiconductor field-effect transistor(MOSFET) is developed. Using the derived model, channel potential distribution, horizontal electrical field distribution, and threshold voltage roll-off of JLDMCSG MOSFET are investigated. Compared with junctionless single-material CSG(JLSGCSG) MOSFET, JLDMCSG MOSFET can effectively suppress short-channel effects and simultaneously improve carrier transport efficiency. It is also revealed that threshold voltage rolloff of JLDMCSG can be significantly reduced by adopting both a small oxide thickness and a small silicon channel radius. The model is verified by comparing its calculated results with that obtained from three-dimensional(3D) numerical device simulator ISE.     

Dual-Material Surrounding-Gate Metal-Oxide-Semiconductor Field Effect Transistors with Asymmetric Halo

Asymmetrical halo and dual-material gate structure are used in the sub-100 nm surrounding-gate metal oxidesemiconductor field effect transistor （MOSFET） to improve the performance. Using three-region parabolic potential distribution and universal boundary condition, analytical surface potential and threshold voltage models of the novel MOSFET are developed based on the solution of Poisson＇s equation. The performance of the MOS- FET is examined by the analytical models and the 3D numerical device simulator Davinci. It is shown that the novel MOSFET can suppress short channel effect and improve carrier transport efficiency. The derived analytical models agree well with Davinci.     

Numerical simulation of electromagnetic acoustic transducers using distributed point source method

In spite of many advances in analytical and numerical modeling techniques for solving different engineering problems, an efficient solution technique for wave propagation modeling of an electromagnetic acoustic transducer (EMAT) system is still missing. Distributed point source method (DPSM) is a newly developed semi-analytical technique developed since 2000 by Placko and Kundu (2007) [12] that is very powerful and straightforward for solving various engineering problems, including acoustic and electromagnetic modeling problems. In this study DPSM has been employed to model the Lorentz type EMAT with a meander line and flat spiral type coil. The problem of wave propagation has been solved and eddy currents and Lorentz forces have been calculated. The displacement field has been obtained as well. While modeling the Lorentz force the effect of dynamic magnetic field has been considered that most current analyses ignore. Results from this analysis have been compared with the finite element method (FEM) based predictions. It should be noted that with the current state of knowledge this problem can be solved only by FEM.     

考虑量子效应的短沟道MOSFET二维阈值电压模型

通过数值方法求解泊松方程和薛定谔方程的自洽解，提出了考虑量子效应时不同于经典理论的阈值条件，并得出了精确的一维阈值电压模型，模拟结果与实验十分符合.在此基础上，基于准二维泊松方程，通过考虑短沟道效应和量子效应，建立了较为精确的适合于小尺寸MOSFET的量子修正阈值电压模型,模型同样适用于(超)深亚微米高k栅介质MOSFET电特性的模拟和结构参数的设计. 关键词： 阈值电压 量子效应 短沟道效应 高k栅介质     

高温等离子体相对论性平均原子模型中的半解析波函数

半解析求解平均原子模型方法充分利用了已知精确波函数的解析性质,通过对平均原子模型中势函数的数值拟合,就得到仅含一个数值因子的半解析波函数以及相应的能量本征值.本文列出了等离子体中相对论性平均原子模型的诸方程,特别注意方程求解技术和程序设计中的一些细节.与完全数值解以及其他类似模型得到的数值解进行的比较表明,在较高温度条件下半解析结果的精度是相当高的,求解的效率也很高.此外还对物理模型中某些缺陷进行了分析.     

The effect of substrate doping on the flatband and threshold voltages of a strained-Si pMOSFET

The effect of substrate doping on the flatband and threshold voltages of a strained-Si/SiGe p metal-oxide semiconductor field-effect transistor(pMOSFET) has been studied.By physically deriving the models of the flatband and threshold voltages,which have been validated by numerical simulation and experimental data,the shift in the plateau from the inversion region to the accumulation region as the substrate doping increases has been explained.The proposed model can provide a valuable reference to the designers of strained-Si devices and has been implemented in software for extracting the parameters of a strained-Si MOSFET.     

Effect of gate engineering in JLSRG MOSFET to suppress SCEs: An analytical study

In this work, an analytical model of gate-engineered junctionless surrounding gate MOSFET (JLSRG) has been proposed to uncover its potential benefit to suppress short-channel effects (SCEs). Analytical modelling of centre potential for gate-engineered JLSRG devices has been developed using parabolic approximation method. From the developed centre potential, the parameters like threshold voltage, surface potential, Electric Field, Drain-induced Barrier Lowering (DIBL) and subthershold swing are determined. A nice agreement between the results obtained from the model and TCAD simulation demonstrates the validity and correctness of the model. A comparative study of the efficacy to suppress SCEs for Dual-Material (DM) and Single-Material (SM) junctionless surrounding gate MOSFET of the same dimensions has also been carried out. Result indicates that TM-JLSRG devices offer a noticeable enhancement in the efficacy to suppress SCEs by as compared to SM-JLSRG and DM-JLSRG device structures. The effect of different length ratios of three channel regions related to three different gate materials of TM-JLSRG structure on the SCEs have also been discussed. As a result, we demonstrate that TM-JLSRG device can be considered as a competitive contender to the deep-submicron mainstream MOSFETs for low-power VLSI applications.     

Effect of substrate doping on the flatband and threshold voltages of strained-Si pMOSFET

The effect of substrate doping on the flatband and threshold voltages of strained-Si/SiGe p metal-oxide semiconductor field-effect transistor (pMOSFET) has been studied. By physically deriving the models of the flatband and threshold voltages, which have been validated by numerical simulation and experimental data, the shift in the plateau from the inversion region to the accumulation region as the substrate doping increases has been explained. The proposed model can provide valuable reference to the designers of strained-Si devices and has been implemented in software for extracting the parameters of strained-Si MOSFET.     

A new approach for modelling the damped Helmholtz oscillator:applications to plasma physics and electronic circuits

In this paper,a new approach is devoted to find novel analytical and approximate solutions to the damped quadratic nonlinear Helmholtz equation(HE)in terms of the Weiersrtrass elliptic function.The exact solution for undamped HE(integrable case)and approximate/semi-analytical solution to the damped HE(non-integrable case)are given for any arbitrary initial conditions.As a special case,the necessary and sufficient condition for the integrability of the damped HE using an elementary approach is reported.In general,a new ansatz is suggested to find a semi-analytical solution to the non-integrable case in the form of Weierstrass elliptic function.In addition,the relation between the Weierstrass and Jacobian elliptic functions solutions to the integrable case will be derived in details.Also,we will make a comparison between the semi-analytical solution and the approximate numerical solutions via using Runge-Kutta fourth-order method,finite difference method,and homotopy perturbation method for the first-two approximations.Furthermore,the maximum distance errors between the approximate/semi-analytical solution and the approximate numerical solutions will be estimated.As real applications,the obtained solutions will be devoted to describe the characteristics behavior of the oscillations in RLC series circuits and in various plasma models such as electronegative complex plasma model.