The sigmoidal behavior exhibited by the current-time characteristics of constant voltage stressed MOS capacitors with ultrathin oxides is ascribed to a self-constrained increase of the leakage sites population that assist the conduction process between the electrodes. To analytically describe this dynamical process we consider a classical model of population growth theories such as the Verhulst differential equation. The role played by the background tunneling current in the detection of the breakdown event is also discussed.

Logistic Modeling of Progressive Breakdown in Ultrathin Gate Oxides

CESTER, ANDREA;PACCAGNELLA, ALESSANDRO
2003

Abstract

The sigmoidal behavior exhibited by the current-time characteristics of constant voltage stressed MOS capacitors with ultrathin oxides is ascribed to a self-constrained increase of the leakage sites population that assist the conduction process between the electrodes. To analytically describe this dynamical process we consider a classical model of population growth theories such as the Verhulst differential equation. The role played by the background tunneling current in the detection of the breakdown event is also discussed.
2003
Proceedings of the 33rd European Solid-state Device Research Conference
0780379993
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11577/1341520
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