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HomeAuthorsMorris H.C.

Authors: Morris H.C.

Compact Models for Asymmetric Double Gate MOSFETs

Morris H.C., Abebe H., Cumberbatch E.C., San Jose State University, US
Double-gate MOSFET's are one possible option to further extend CMOS scaling when planar MOSFET's have reached their scaling limit. This paper presents an analytic potential model for long-channel asymmetric double-gate (ADG) MOSFETs. The asymmetry is [...]

SOS Gate Capacitance Modeling

Morris H.C., Cumberbatch E.C., Abebe H., San Jose State University, US
A gate capacitance model for the SOS structure has been developed. The spatial dependence of the potential defines the changes in the charge density as well as the boundary conditions between the layers. The SOS [...]

MOSFET Analytical Inversion Charge Model with Quantum Effects using a Triangular Potential Well Approximation

Abebe H., Cumberbatch E.C., Tyree V., Morris H.C., USC/ISI MOSIS, US
The eigenfunctions from solutions of the Schrödinger equation for a triangular potential well are the Airy functions. The triangular potential approximation has been shown to be a good approximation for the charge density when the [...]

Analytic Formulae for the Impact Ionization Rate for use in Compact Models of Ultra-Short Semiconductor Devices

Morris H.C., DePass M.M., Abebe H., San Jose State University, US
Quade, Schöll and Rudan have showed that in the limit of large screening length the impact ionization rate per unit time can be expressed as an integral involving the electron density function. The assumption of [...]

Semi-Analytic Boltzmann Model for the Substrate Current of Short-Channel MOSFETs with Lightly Doped Drains

Morris H.C., De Pass M.M., San Jose State University, US
As MOSFET sizes have been reduced to nano-scale dimensions, existing models of device behavior, such as the drift diffusion equations, cease to be valid. In the nano domain, more fundamental equations, such as the Boltzmann [...]

Analytical Results for the Current-Voltage Characteristics of an SOI-MOSFET

Morris H.C., Cumberbatch E., Phillips T., Hinderberger B., Claremont Graduate University, US
Exact formulae for the current-voltage characteristics of an SOI/SOS MOSFET operating in the fully depleted mode are derived by extending the asymptotic method of Ward [1,2]. A detailed comparison with test data is presented and [...]

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