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A compact physical expression for the static drain current in heterojunction barrier CNTFETs

•Physics based and computationally inexpensive compact expression for the static drain current in CNTFET.•Closed-form solution of the Landauer equation using a Gaussian-like surrogate function for its energy dependent integrand.•Minimal number of model parameters that are determined from measured el...

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Bibliographic Details
Published in:Solid-state electronics 2023-01, Vol.199, p.108523, Article 108523
Main Authors: Annamalai, Manojkumar, Schröter, Michael
Format: Article
Language:English
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Summary:•Physics based and computationally inexpensive compact expression for the static drain current in CNTFET.•Closed-form solution of the Landauer equation using a Gaussian-like surrogate function for its energy dependent integrand.•Minimal number of model parameters that are determined from measured electrical data.•Excellent agreement with device simulation and measured data from multi-tube high-frequency CNTFET. A physics based compact expression for the static drain current in carbon nanotube field-effect transistors (CNTFETs) is presented, which takes into account the impact of heterojunction barriers at the source and drain end of the channel. The new formulation is based on a closed-form solution of the Landauer equation using a Gaussian-like surrogate function for its energy dependent integrand. The model also includes a smooth transition from thermionic emission based transport in the subthreshold region to tunneling dominated transport in the above-threshold regime. The formulation has been verified for both ballistic and scattering dominated carrier transport in the channel based on data obtained from device simulation of a unit cell structure and measurements of fabricated multi-tube high-frequency (HF) CNTFETs. Including the heterojunction barriers enables to capture the different curve shapes of the device characteristics and their differences in linearity compared to devices with ohmic contacts.
ISSN:0038-1101
1879-2405
DOI:10.1016/j.sse.2022.108523