In this paper we report on the modeling and simulation of tunneling current in MOS devices including quantum mechanical effects. The simulation model features an original scheme for the self-consistent solution of Poisson and Schrodinger equations and it is used for the extraction of the oxide thickness, by fitting CV curves, and the calculation of the tunneling current. Simulations and experiments are compared for different device types and oxide thicknesses (1.5-6.5 nm) showing good agreement and pointing out the importance of quantum mechanical modeling and the presence of many tunneling mechanisms in ultra-thin oxide MOS devices.

We have been studying on subthreshold characteristics of SOI (Silicon-On-Insulator) MOSFET's in terms of substrate bias dependence using a one-dimensional subthreshold device simulator based on Poisson equation in an SOI multilayer structure for estimating structural parameters of real devices. Here, we consider the quantum mechanical effects in the electron inversion layer of thin SOI MOSFET's, such as the two-dimensionally quantized electron states and transports, with a self-consistent solver of Poisson and Schrodinger equations and a mobility model by the relaxation time approximation. From results of simulations, we found a significant difference between this model and the classical model and concluded that the quantum mechanical effects need to be considered in analizing thin-film SOI devices.