Title :
A Unified Analytical Current Model for N- and P-Type Accumulation-Mode (Junctionless) Surrounding-Gate Nanowire FETs
Author_Institution :
Dept. of Electr., Electron. & Control Eng., Hankyong Nat. Univ., Anseong, South Korea
Abstract :
An analytical current model unifying the n- and p-type accumulation-mode (junctionless) long-channel surrounding-gate nanowire field-effect transistors (AM-SGNW FETs), which is valid from low- to high-doping concentrations, is presented in this brief. A well-known continuous charge model derived by applying the parabolic potential approximation to the Poisson equation in a cylindrical coordinate system was used. The threshold voltage model is newly derived from the decoupled charge method to validate from low- to high-doping region. The simulation results obtained from the proposed charge and drain current model for the AM-SGNWFET agree well with those obtained from 3-D device simulation.
Keywords :
Poisson equation; approximation theory; doping profiles; electric current; field effect transistors; nanowires; parabolic equations; 3D device simulation; AM-SGNW FET; Poisson equation; accumulation-mode surrounding-gate nanowire field-effect transistors; continuous charge model; cylindrical coordinate system; decoupled charge method; doping concentrations; doping region; drain current model; junctionless long-channel surrounding-gate nanowire field-effect transistors; n-type accumulation-mode surrounding-gate nanowire FET; p-type accumulation-mode surrounding-gate nanowire FET; parabolic potential approximation; threshold voltage model; unified analytical current model; Analytical models; Doping; Mathematical model; Numerical models; Semiconductor device modeling; Semiconductor process modeling; Solid modeling; Accumulation-mode (junctionless) transistor; compact model; drain-source current; surrounding-gate nanowire field-effect transistor (SGNWFET); surrounding-gate nanowire field-effect transistor (SGNWFET).;
Journal_Title :
Electron Devices, IEEE Transactions on
DOI :
10.1109/TED.2014.2329916