DocumentCode
1730702
Title
Impact of the carrier distribution function on hot-carrier degradation modeling
Author
Tyaginov, Stanislav ; Starkov, Ivan ; Jungemann, Christoph ; Enichlmair, Hubert ; Park, Jong-Mun ; Grasser, Tibor
Author_Institution
Inst. for Microelectron., Tech. Univ. Wien, Vienna, Austria
fYear
2011
Firstpage
151
Lastpage
154
Abstract
We employ a physics-based model for hot-carrier degradation (HCD), which includes three main sub-tasks: the carrier transport module, a module describing interface state generation and a module for the simulation of the degraded devices. We examine different realizations of the model: with the transport module represented by Monte-Carlo, energy transport and drift-diffusion schemes. The main version, based on the Monte-Carlo approach, is able to represent HCD observed in different MOSFETs using the same set of the model parameters. These parameters have reliable and physically reasonable values. Therefore, we check whether two other versions are capable of the same representation (with the same parameters) or not. It appears that the simplified treatments fail to describe the degradation in devices of the same architecture but with different channel lengths employing a unique set of parameters. This circumstance suggests that a comprehensive HCD model has to be based on a rigorous solution of the Boltzmann transport equation (e.g. by means of a Monte-Carlo method).
Keywords
Boltzmann equation; MOSFET; Monte Carlo methods; hot carriers; Boltzmann transport equation; MOSFET; Monte-Carlo; carrier distribution function; drift-diffusion schemes; energy transport; hot-carrier degradation modeling; Degradation; Hot carriers; MOSFETs; Mathematical model; Monte Carlo methods; Reliability; Semiconductor process modeling; Monte-Carlo; TCAD; drift-diffusion model; energy transport model; hot-carrier degradation; interface states;
fLanguage
English
Publisher
ieee
Conference_Titel
Solid-State Device Research Conference (ESSDERC), 2011 Proceedings of the European
Conference_Location
Helsinki
ISSN
1930-8876
Print_ISBN
978-1-4577-0707-0
Electronic_ISBN
1930-8876
Type
conf
DOI
10.1109/ESSDERC.2011.6044212
Filename
6044212
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