Title :
A Physics-Based Analytical Compact Model for the Drift Region of the HV-MOSFET
Author :
Antonios Bazigos;François Krummenacher;Jean-Michel Sallese;Matthias Bucher;Ehrenfried Seebacher;Werner Posch;Kund Moln?r;Mingchun Tang
Abstract :
This paper presents a novel physics-based analytical compact model for the drift region of a high-voltage metal-oxide-semiconductor field-effect transistor (HV-MOSFET). According to this model, the drift region is considered as a simple 1-D problem, just as that of a low-voltage inner MOS transistor. It exploits the charge-sheet approximation and performs linearization between the charge in the drift region and the surface potential. The drift region model combined with the standard charge-sheet MOS model for the low-voltage part adds up to a complete HV-MOSFET model, which is verified against technology computer-aided design simulations and measurements of HV-MOS transistors. The comparisons demonstrate its accurate physics foundations and underline that this novel approach to the modeling of the drift region of the HV-MOSFET is promising.
Keywords :
"Mathematical model","Equations","MOSFETs","MOSFET circuits","Analytical models","Approximation methods","Computational modeling"
Journal_Title :
IEEE Transactions on Electron Devices
DOI :
10.1109/TED.2011.2119487