Analytical model for an asymmetric double-gate MOSFET with gate-oxide thickness and flat-band voltage variations in the subthreshold region

Yong Hyeon Shin, Ilgu Yun

Research output: Contribution to journalArticle

6 Citations (Scopus)

Abstract

This paper proposes an analytical model for an asymmetric double-gate metal-oxide-semiconductor field-effect transistor (DG MOSFET) with varying gate-oxide thickness (tox) and flat-band voltage (Vfb) in the subthreshold region. Since such variations cannot be completely avoided, the modeling of their behaviors is essential. The analytical model is developed by solving a 2D Poisson equation with a varying channel doping concentration (NA). To solve the 2D Poisson equation of the asymmetric DG MOSFET, a perturbation method is used to separate the solution of the channel potential into basic and perturbed terms. Since the basic terms can be regarded as the equations derived from a general symmetric doped DG MOSFET, the conventional analytical model is adopted. In addition, a solution related to the perturbed terms for the asymmetric structures is obtained using Fourier series. Based on the obtained channel potential, the electrical characteristics of the drive current (IDS) are expressed in the analytical model. The prediction of the electrical characteristics by the analytical model shows excellent agreement when compared with commercially available 2D numerical device simulation results with respect to not only tox and Vfb variations but also channel length and NA variations.

Original languageEnglish
Pages (from-to)19-24
Number of pages6
JournalSolid-State Electronics
Volume120
DOIs
Publication statusPublished - 2016 Jun 1

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Oxides
Analytical models
field effect transistors
MOSFET devices
oxides
metal oxide semiconductors
Electric potential
electric potential
Poisson equation
Fourier series
Doping (additives)
perturbation
predictions
simulation

All Science Journal Classification (ASJC) codes

  • Electronic, Optical and Magnetic Materials
  • Condensed Matter Physics
  • Materials Chemistry
  • Electrical and Electronic Engineering

Cite this

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title = "Analytical model for an asymmetric double-gate MOSFET with gate-oxide thickness and flat-band voltage variations in the subthreshold region",
abstract = "This paper proposes an analytical model for an asymmetric double-gate metal-oxide-semiconductor field-effect transistor (DG MOSFET) with varying gate-oxide thickness (tox) and flat-band voltage (Vfb) in the subthreshold region. Since such variations cannot be completely avoided, the modeling of their behaviors is essential. The analytical model is developed by solving a 2D Poisson equation with a varying channel doping concentration (NA). To solve the 2D Poisson equation of the asymmetric DG MOSFET, a perturbation method is used to separate the solution of the channel potential into basic and perturbed terms. Since the basic terms can be regarded as the equations derived from a general symmetric doped DG MOSFET, the conventional analytical model is adopted. In addition, a solution related to the perturbed terms for the asymmetric structures is obtained using Fourier series. Based on the obtained channel potential, the electrical characteristics of the drive current (IDS) are expressed in the analytical model. The prediction of the electrical characteristics by the analytical model shows excellent agreement when compared with commercially available 2D numerical device simulation results with respect to not only tox and Vfb variations but also channel length and NA variations.",
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AU - Yun, Ilgu

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N2 - This paper proposes an analytical model for an asymmetric double-gate metal-oxide-semiconductor field-effect transistor (DG MOSFET) with varying gate-oxide thickness (tox) and flat-band voltage (Vfb) in the subthreshold region. Since such variations cannot be completely avoided, the modeling of their behaviors is essential. The analytical model is developed by solving a 2D Poisson equation with a varying channel doping concentration (NA). To solve the 2D Poisson equation of the asymmetric DG MOSFET, a perturbation method is used to separate the solution of the channel potential into basic and perturbed terms. Since the basic terms can be regarded as the equations derived from a general symmetric doped DG MOSFET, the conventional analytical model is adopted. In addition, a solution related to the perturbed terms for the asymmetric structures is obtained using Fourier series. Based on the obtained channel potential, the electrical characteristics of the drive current (IDS) are expressed in the analytical model. The prediction of the electrical characteristics by the analytical model shows excellent agreement when compared with commercially available 2D numerical device simulation results with respect to not only tox and Vfb variations but also channel length and NA variations.

AB - This paper proposes an analytical model for an asymmetric double-gate metal-oxide-semiconductor field-effect transistor (DG MOSFET) with varying gate-oxide thickness (tox) and flat-band voltage (Vfb) in the subthreshold region. Since such variations cannot be completely avoided, the modeling of their behaviors is essential. The analytical model is developed by solving a 2D Poisson equation with a varying channel doping concentration (NA). To solve the 2D Poisson equation of the asymmetric DG MOSFET, a perturbation method is used to separate the solution of the channel potential into basic and perturbed terms. Since the basic terms can be regarded as the equations derived from a general symmetric doped DG MOSFET, the conventional analytical model is adopted. In addition, a solution related to the perturbed terms for the asymmetric structures is obtained using Fourier series. Based on the obtained channel potential, the electrical characteristics of the drive current (IDS) are expressed in the analytical model. The prediction of the electrical characteristics by the analytical model shows excellent agreement when compared with commercially available 2D numerical device simulation results with respect to not only tox and Vfb variations but also channel length and NA variations.

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