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FeMOS is a finite element simulator to solve Poisson-NEGF equation. It handles floating boundary conditions at the source and the drain of ballistic device. The discretization is done using linear piecewise finite element. DownloadsPlease make sure you have read and understand our flexible licensing scheme before you download.
FeMOS SVNsvn checkout svn://opensource.ihpc.a-star.edu.sg/FeMOS/trunk FeMOS
DescriptionMost of the semiconductor device simulator use finite difference to discretize the domain.
For ballistic device, it is necessary to satisfy the floating boundary condition at the source and drain to
maintain charge neutrality. In finite element, this boundary condition is satisfied automatically and implicitly.
The simulator use the Non-equilibrium Green's function (NEGF) technique to solve the transport equation.
In this framework, the electron is considered from the quantum mechanical perspective. The Green's function
matrices provides the necessary informatin to obtain the charge density, current, density of states,
transmission function, etc. The simulator solves the Poisson equation and the Non-equilibrium Green's function
self-consistently.
Fig 1: Double-gate MOSFET device structure.
Fig 2: Self-potential of double-gate MOSFET in zero bias. Post a Comment | |||||||||||||||||||||