2012
DOI: 10.1109/ted.2011.2181388
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Modeling Stressed MOS Oxides Using a Multiphonon-Assisted Quantum Approach—Part I: Impedance Analysis

Abstract: Abstract-Complementary MOS device electrical performances are considerably affected by the degradation of the oxide layers and Si/SiO 2 interfaces. A general expression for electrically stressed MOS impedance has been derived and applied within the nonradiative multiphonon theory of carrier capture/emission at oxide defects. The capacitance and the conductance of aged MOS field-effect transistor oxides, and their dependences on bias voltage, temperature, and stress conditions have been investigated.

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Cited by 8 publications
(21 citation statements)
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“…Traps follow a spatial and energetic distribution N T (x, E T ) in the oxide layer, f T (x, E T , E F , t) = 1/(1 + exp((E T − E F )/k B T )) is the electron trap occupation, the holes (electron, 0018-9383/$31.00 © 2012 IEEE respectively) C/E fluxesΦ C /Φ E (Φ C /Φ E , respectively) have been calculated as in [17] and [18], and g is a charge factor introduced to take into account the defect charging model. The general approach of (1) is required to accurately take into account the out-of-equilibrium conditions of the system.…”
Section: T) +φ E (X E T T) − φ E (X E T T) −φ C (X E T T) (1)mentioning
confidence: 99%
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“…Traps follow a spatial and energetic distribution N T (x, E T ) in the oxide layer, f T (x, E T , E F , t) = 1/(1 + exp((E T − E F )/k B T )) is the electron trap occupation, the holes (electron, 0018-9383/$31.00 © 2012 IEEE respectively) C/E fluxesΦ C /Φ E (Φ C /Φ E , respectively) have been calculated as in [17] and [18], and g is a charge factor introduced to take into account the defect charging model. The general approach of (1) is required to accurately take into account the out-of-equilibrium conditions of the system.…”
Section: T) +φ E (X E T T) − φ E (X E T T) −φ C (X E T T) (1)mentioning
confidence: 99%
“…It should be pointed out that the attribution of a quasi-Fermi level to a single defect has been only performed in the view of better illustrating the equilibrium steady state condition. Indeed, in part I [17], the dc operating point for the ac analysis has been calculated in quasi-static conditions, neglecting all the large-signal transient effects. After a sufficiently long time, the defects establish a common equilibrium condition with the substrate/gate, and their quasi-Fermi levels equal the one in the carrier reservoirs.…”
Section: T) +φ E (X E T T) − φ E (X E T T) −φ C (X E T T) (1)mentioning
confidence: 99%
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