非晶IGZO薄膜晶体管开启区电流的解析模型

对非晶In-Ga-Zn-Oxide薄膜晶体管,假设能隙中陷阱态密度呈指数分布,给出了解析的电流模型。运用薄层电荷近似的方法推导陷落电荷和自由电荷表达式,并基于此给出了基于表面势的电流表达式。在此电流表达式的基础上,通过泰勒展开,给出了基于阈值电压的电流表达式。基于表面势和基于阈值电压的电流表达式的计算结果与测量数据相比较,符合得很好。     

A closed-form trapped-charge-included drain current compact model for amorphous oxide semiconductor thin-film transistors

A closed-form drain current compact model for amorphous oxide semiconductor (AOS) thin-film transistors (TFTs), including the influence from trapped charges, is presented in this paper. Accounting for both channel and interface trapped charges in this model, we explicitly solve the inherent closed-form surface potential by improving the computational efficiency of the effective charge density approach. Furthermore, based on the explicit solution of the surface potential, the expressions of the trapped and inversion charges in the channel film are derived analytically, and the drain current is integrated from the charge sheet model. Then, for the cases of the different operational voltages, the accuracy and practicability of our model are verified by numerical results of the surface potential and experimental data of the drain current in amorphous In-Ga-Zn-O TFTs, respectively. Finally, we give a discussion about the influence of the interface trapped charges on the device reliability. As a result, the model can be easily to explore the drain current behavior of the AOS TFTs for next-generation display circuit application.     

Two-dimensional analytical model of double-gate tunnel FETs with interface trapped charges including effects of channel mobile charge carriers

A two-dimensional analytical model of double-gate(DG) tunneling field-effect transistors(TFETs) with interface trapped charges is proposed in this paper. The influence of the channel mobile charges on the potential profile is also taken into account in order to improve the accuracy of the models. On the basis of potential profile, the electric field is derived and the expression for the drain current is obtained by integrating the BTBT generation rate. The model can be used to study the impact of interface trapped charges on the surface potential, the shortest tunneling length, the drain current and the threshold voltage for varying interface trapped charge densities, length of damaged region as well as the structural parameters of the DG TFET and can also be utilized to design the charge trapped memory devices based on TFET. The biggest advantage of this model is that it is more accurate, and in its expression there are no fitting parameters with small calculating amount. Very good agreements for both the potential, drain current and threshold voltage are observed between the model calculations and the simulated results.     

Compact model for long-channel cylindrical surrounding-gate MOSFETs valid from low to high doping concentrations

This paper presents a compact model for the electrostatic potentials and the current characteristics of doped long-channel cylindrical surrounding-gate (SRG) MOSFETs. An analytical expression of the potentials is derived as a function of doping concentration. Then, the mobile charge density is calculated using the analytical expressions of the surface potential at the surface and the difference of potentials between the surface and the center of the silicon doped layer. Using the expression obtained for the mobile charge, a drain current expression is derived. Comparisons of the modeled expressions with the simulated characteristics obtained from the 3D ATLAS device simulator for the transfer characteristics, as well for the output characteristics, show good agreement within the practical range of gate and drain voltages and for doping concentrations ranging from 10¹⁶ cm⁻³ to 5 × 10¹⁸ cm⁻³.     

SQM-OTFT: A compact model of organic thin-film transistors based on the symmetric quadrature of the accumulation charge considering both deep and tail states

A physically-based compact model of organic thin-film transistors suitable for CAD simulators is proposed. It is worked out by means of a newly developed and particularly simple form of the charge-sheet model: the symmetric quadrature of the accumulation charge. The model is based on the variable-range hopping and accounts for both deep and tail states. It is simple, symmetric, accurately accounts for the below-threshold, linear, and saturation regimes via a unique formulation. The symmetric quadrature is accurate within 5% in all regions of operation and the resulting current model is suitable both for p- and n-type transistors. The model leads to a significant simplification of the drain current and of the quasi-static expressions of the terminal charges based on the Ward–Dutton partition. Finally, the symmetric quadrature leads to an explicit and analytically tractable solution for the surface potential as a function of position in the device channel that can be extremely useful to implement advanced physical effects.     

对称双栅多晶硅薄膜晶体管的沟道电势显式求解和漏电流模型

A physical and explicit surface potential model for undoped symmetric double-gate polysilicon thinfilm transistors has been derived based on an effective charge density approach of Poisson＇s equation with both exponential deep and tail state terms included. The proposed surface potential calculation is single-piece and eliminatestheregionalapproach.Modelpredictionsarecomparedtonumericalsimulationswithcloseagreement,having absolute error in the millivolt range. Furthermore, expressions of the drain current are given for a wide range of operation regions, which have been justified by thorough comparisons with experimental data.     

Modeling of cylindrical surrounding gate MOSFETs including the fringing field effects

A physically based analytical model for surface potential and threshold voltage including the fringing gate capacitances in cylindrical surround gate(CSG) MOSFETs has been developed.Based on this a subthreshold drain current model has also been derived.This model first computes the charge induced in the drain/source region due to the fringing capacitances and considers an effective charge distribution in the cylindrically extended source/drain region for the development of a simple and compact model.The fringing gate capacitances taken into account are outer fringe capacitance,inner fringe capacitance,overlap capacitance,and sidewall capacitance.The model has been verified with the data extracted from 3D TCAD simulations of CSG MOSFETs and was found to be working satisfactorily.     

A charge sheet model for MOSFETs with an abrupt retrograde channel Part I. Drain current and body charge

Analytical solutions to drain current, depletion and inversion charges for MOSFETs with an ideally abrupt retrograde doping profile in the channel are derived based on the charge sheet model. The validity of the analytical solutions is confirmed by comparing the modeling results with simulation data obtained using numerical calculations; the modeling and simulation results are in excellent agreement. It is shown that the inclusion of an intrinsic surface layer in the channel causes a voltage shift in the drain current, in accordance with experimental observations. For the depletion charge, an analytical expression principally identical to that for the uniformly doped body case is found with a simple replacement of the surface potential, ψ_s, by the potential at the interface between the intrinsic surface layer and the doped substrate, ψ_ξ.     

基于平均迁移率模型的SiC埋沟MOSFET Ⅰ-Ⅴ特性

提出了一种SiC隐埋沟道MOSFET平均迁移率模型,并在此基础上对器件I-V特性进行了研究。采用一个随栅压变化的平均电容公式,并用一个简单的解析表达式来描述沟道平均迁移率随栅压的变化关系。计算漏电流时考虑了埋沟器件的三种工作模式,推出了各种工作模式下的漏电流表达式,并用实验值对模型进行了验证。     

A charge sheet model for MOSFETs with an abrupt retrograde channel: Part II. Charges and intrinsic capacitances

The 16 intrinsic capacitance components related to the gate, source, drain and depletion charges are examined for MOSFETs with an ideally abrupt retrograde doping profile in the channel, based on the analytical solutions for the drain current and body charge in the preceding paper. Though lengthy and complex in their final mathematical expressions, analytical solutions for the capacitances can be obtained. The validity of the analytical solutions is confirmed by comparing the modeling results with simulation data obtained using numerical calculations. The inclusion of an intrinsic surface layer in the channel merely causes a simple voltage shift for the capacitances that are not associated with the depletion charge or body bias, similarly to the variation of the drain current shown in the preceding paper. For the capacitances that are related to the depletion charge or body bias, there is not only a parallel voltage shift with an amount commensurate to the shift in drain current as well as in the other capacitances, but also a decrease in their values. This decrease depends on the thickness of the intrinsic surface layer and it amounts to 25% for a surface layer of 30 nm thickness.     

Threshold voltage modeling and the subthreshold regime of operationof short-channel MOSFETs

An analytical model for the subthreshold regime of operation of short-channel MOSFETs is presented, and expressions for the threshold-voltage shift associated with the drain-induced barrier lowering (DIBL) caused by the application of a drain bias are developed. The amount of drain-bias-induced depletion charge in the channel is estimated, and an expression for the distribution of this charge along the channel is developed. From this distribution, it is possible to find the lowering of the potential barrier between the source and the channel, and the corresponding threshold-voltage shift. The results are compared with experimental data for deep-submicrometer NMOS devices. Expressions for the subthreshold current and for a generalized unified charge control model (UCCM) for short-channel MOSFETs are presented. The theory is applicable to deep-submicrometer devices with gate lengths larger than 0.1 μm. The model is suitable for implementation in circuit simulators     

Compact model for ballistic MOSFET-like carbon nanotube field-effect transistors

In this work, a compact model for MOSFET-like ballistic carbon nanotube field-effect transistors (CNFETs) is presented. The model is based on calculating the charge and surface potential on the top of the barrier between source and drain using closed-form analytical formulae. The formula for the surface potential is obtained by merging two simplified expressions obtained in two extreme cases (very low and very high gate bias). Two fitting parameters are introduced whose values are extracted by best fitting model results with numerically calculated ones. The model has a continuous derivative and thus it is SPICE-compatible. Accuracy of the model is compared to previous analytical model presented in the literature with numerical results taken as a reference. Proposed model proves to give less relative error over a wide range of gate biases, and for a drain bias up to 0.5 V. In addition, the model enables the calculation of quantum and gate capacitance analytically reproducing the negative capacitance behaviour known in CNFETs.     

Fabrication and characterization of 4H-SiC planar MESFETs

The planar 4H-SiC MESFETs were fabricated by employing an ion-implantation process instead of a recess gate etching process, which is commonly adapted in compound semiconductor MESFETs, to eliminate potential damage to the gate region during etching process. Excellent ohmic and Schottky contact properties were achieved by using the modified RCA cleaning of 4H-SiC surface and the sacrificial thermal oxide layer. The fabricated MESFETs was also free from drain current instability, which the most of SiC MESFETs have been reported to suffer for the charge trapping. The drain current recovery characteristics were also improved by passivating the surface with a thermal oxide layer and eliminating the charge trapping at the surface. The performance of fabricated MESFETs was characterized by analyzing the small-signal equivalent circuit parameters extracted from the measured parameters.     

Subthreshold surface potential and drain current models for short-channel pocket-implanted MOSFETs

An analytical subthreshold surface potential model for short-channel pocket-implanted (double-halo) MOSFET is presented. The effect of the depletion layers around the source and drain junctions on channel depletion layer depth, which is very important for short-channel devices, is included. Using this surface potential, a drift-diffusion based analytical subthreshold drain current model for short-channel pocket-implanted MOSFETs is also proposed. A physically-based empirical modification of the channel conduction layer thickness that was originally proposed for relatively long-channel conventional device is made for such short-channel double-halo devices. Very good agreement for both the surface potential and drain current is observed between the model calculation and the prediction made by the 2-D numerical device simulation using Dessis.     

A surface potential based drain current model for asymmetric double gate MOSFETs

In this paper, we present a generic surface potential based current voltage (I-V) model for doped or undoped asymmetric double gate (DG) MOSFET. The model is derived from the 1-D Poisson’s equation with all the charge terms included and the channel potential is solved for the asymmetric operation of DG MOSFET based on the Newton-Raphson iterative method. A noncharge sheet based drain current model based on the Pao-Sah’s double integral method is formulated in terms of front and back gate surface potentials at the source and drain end. The model is able to clearly show the dependence of the front and back surface potential and the drain current on the terminal voltages, gate oxide thicknesses, channel doping concentrations and the Silicon body thickness and a good agreement is observed with the 2-D numerical simulation results.     

A new empirical nonlinear model for sub-250 nm channel MOSFET

An empirical nonlinear model for sub-250 nm channel length MOSFET is presented which is useful for large signal RF circuit simulation. Our model is made of both analytical drain current and gate charge formulations. The drain current expression is continuous and infinitely derivable, and charge conservation is taken into account, as the capacitances derive from a single charge expression. The model's parameters are first extracted, prior the model's implementation into a circuit simulator. It is validated through dc, ac, and RF large signal measurements compared to the simulation.     

非掺杂对称双栅的基于完整表面电势的核心模型

通过求解Poisson方程自洽地得到了表面电势随沟道电压的变化关系,从而推出了非掺杂对称双栅MOSFET的一个基于表面势的模型.通过Pao-Sah积分得到了漏电流的表达式.该模型由一组表面势方程组成,解析形式的漏电流可以通过源端和漏端的电势得到.结果标明该模型在双栅MOSFET的所有工作区域都成立,而且不需要任何简化(如应用薄层电荷近似)和辅助拟合函数.对不同工作条件和不同尺寸器件的二维数值模拟与模型的比较进一步验证了提出模型的精度.     

A theoretical model for the current-voltage characteristics of afloating-gate EEPROM cell

A model for current-voltage characteristics of an EEPROM cell has been developed and used in the simulation of an EEPROM test structure. It provides an explanation for the observed strong drain-induced barrier lowering effect and the role of trapped charge in the floating gate. In this model, the surface potential is related to the terminal voltages through an equivalent electrical circuit. Charge sheet and depletion approximation are used to describe the charge distribution in the semiconductor. Gradual approximation is assumed in deriving the drain current equation. A simplified drain current equation under a strong inversion condition is derived. An expression defining the extrapolated threshold voltage is obtained. It is useful in parameter extraction. A new method for extracting the drain coupling ratio and the channel coupling ratio is proposed. Finally, it is shown that extrapolated threshold voltage is a convenient quantity for classifying the threshold voltage of an EEPROM cell     

Explicit Analytical Charge and Capacitance Models of Undoped Double-Gate MOSFETs

An analytical, explicit, and continuous-charge model for undoped symmetrical double-gate (DG) MOSFETs is presented. This charge model allows obtaining analytical expressions of all total capacitances. The model is based on a unified-charge-control model derived from Poisson's equation and is valid from below to well above threshold, showing a smooth transition between the different regimes. The drain current, charge, and capacitances are written as continuous explicit functions of the applied bias. We obtained very good agreement between the calculated capacitance characteristics and 2-D numerical device simulations, for different silicon film thicknesses.