2022
DOI: 10.1002/pssa.202200512
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Mechanisms and Models for the Suppressed Defect Dynamics in SiO2–Si Structures under High‐To‐Low Switched Dose Rate Irradiations

Abstract: Ground tests of total ionizing dose (TID) irradiation of silicon (Si) electronic devices are usually carried out under an equivalent constant dose rate, and most theoretical investigations also focused on this ideal situation. However, the practical TID irradiation occurs with variable dose rates. [1] In space missions such as artificial satellites and Mars exploration, the irradiation dose rate changes dramatically as the mission goes on. [2] Especially, for anomalous areas in the South Atlantic (such as the … Show more

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Cited by 1 publication
(2 citation statements)
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“…As proved by the data in Figure c,d, the ionizing irradiation also induces E γ ′ in SiO 2 , which converts to P b at the SiO 2 /Si interface. In previous studies, we have derived analytical kinetic models of these defects normalΔ [ E γ ] ( t ) = ( 1 p ) ( k normalh t ) β + p ( k normalh t ) β Γ [ β , k normalc t ] normalΔ [ P normalb ] ( t ) = p ( k normalh t ) β p ( k normalh t ) β Γ [ β , k normalc t ] Here, k h represents the effective rate constant of E γ ′ buildup due to hole capture; 0 < β < 1 accounts for the sublinearity of the buildup of E γ ′, which arises from the hierarchically constrained dynamics in glassy materials . Hierarchical constraint means that the energy levels of neutral oxygen vacancies in amorphous SiO 2 are continuously distributed, and the holes are first captured by shallower energy levels and then by deeper energy levels.…”
Section: Kinetic Model Of Ionization-induced I Bmentioning
confidence: 99%
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“…As proved by the data in Figure c,d, the ionizing irradiation also induces E γ ′ in SiO 2 , which converts to P b at the SiO 2 /Si interface. In previous studies, we have derived analytical kinetic models of these defects normalΔ [ E γ ] ( t ) = ( 1 p ) ( k normalh t ) β + p ( k normalh t ) β Γ [ β , k normalc t ] normalΔ [ P normalb ] ( t ) = p ( k normalh t ) β p ( k normalh t ) β Γ [ β , k normalc t ] Here, k h represents the effective rate constant of E γ ′ buildup due to hole capture; 0 < β < 1 accounts for the sublinearity of the buildup of E γ ′, which arises from the hierarchically constrained dynamics in glassy materials . Hierarchical constraint means that the energy levels of neutral oxygen vacancies in amorphous SiO 2 are continuously distributed, and the holes are first captured by shallower energy levels and then by deeper energy levels.…”
Section: Kinetic Model Of Ionization-induced I Bmentioning
confidence: 99%
“…In general, ionizing irradiation will cause significant damage to semiconductor devices because electrically active defects are induced in the materials and interfaces. For example, under total ionizing dose (TID) irradiation, the performance of Si electronic devices decays because positively charged oxygen vacancies of puckered configuration, E γ ′ centers, and amphoteric Si dangling bond, P b centers, are induced in SiO 2 and at the SiO 2 /Si interface, respectively. The E γ ′ centers are generated because ionizing-irradiation-induced holes are captured by pre-existing neutral oxygen vacancies in SiO 2 . The P b centers are produced because E γ ′ centers can crack nearby hydrogen molecular (H 2 ) residual from the passivation process and release protons, which under positive bias can drift to the SiO 2 /Si interface , to depassivate pre-existing P b H and finally produce P b centers. As illustrated by the orange quadruple angle stars in Figure , the accumulated P b centers (interface traps) act as recombination centers, , resulting in the growth of base current ( I B ) and the degradation of current gain of bipolar devices . As P b centers are continuously produced under ionizing irradiation, excess I B is expected to grow monotonously with the total dose.…”
Section: Introductionmentioning
confidence: 99%