1. Results and limits in the 1-D analytical modeling for the asymmetric DG SOI MOSFET
- Author
-
O. Cobianu and Manfred Glesner
- Subjects
Physics ,Silicon ,media_common.quotation_subject ,Doping ,Silicon on insulator ,chemistry.chemical_element ,General Medicine ,Asymmetry ,Displacement (vector) ,Computational physics ,Classical mechanics ,chemistry ,lcsh:TA1-2040 ,MOSFET ,Boundary value problem ,lcsh:Engineering (General). Civil engineering (General) ,media_common ,Voltage - Abstract
This paper presents the results and the limits of 1-D analytical modeling of electrostatic potential in the low-doped p type silicon body of the asymmetric n-channel DG SOI MOSFET, where the contribution to the asymmetry comes only from p- and n-type doping of polysilicon used as the gate electrodes. Solving Poisson's equation with boundary conditions based on the continuity of normal electrical displacement at interfaces and the presence of a minimum electrostatic potential by using the Matlab code we have obtained a minimum potential with a slow variation in the central zone of silicon with the value pinned around 0.46 V, where the applied VGS voltage varies from 0.45 V to 0.95 V. The paper states clearly the validity domain of the analytical solution and the important effect of the localization of the minimum electrostatic potential value on the potential variation at interfaces as a function of the applied VGS voltage.
- Published
- 2008