Abstract:Hot-carrier degradation is associated with the buildup of defects at or near the silicon/silicon dioxide interfaced of a metal-oxide-semiconductor transistor. However, the exact location of the defects, as well as their temporal buildup during stress, is rarely studied. In this work we directly compare the experimental interface state density profiles generated during hot-carrier stress with simulation results obtained by a hot-carrier degradation model. The developed model tries to capture the physical pictur… Show more
“…(5) and (6) (rigorous integral approach), with the one calculated with Eqs. (14) and (6) (E domi approach), we found similar results, as illustrated in Figs. 11 and 12.…”
Section: Approximation Of Ees Using the Dominant Energy Approachsupporting
confidence: 91%
“…While the Vg = Vd = 4.3 V stress condition has an EES contribution one order of magnitude lower than the non-EES part of the SP process, which may have a significant impact on the macroscopic degradation. Even if the EES contribution may be neglected in some cases, it should always be considered before adding other degradation phenomena into the channel, as it was proposed in [14,23].…”
Section: Approximation Of Ees Using the Dominant Energy Approachmentioning
confidence: 98%
“…Furthermore, depending on the stress condition, the degraded region along the channel length can also greatly vary [12][13][14]. As a consequence, it is necessary to monitor the degradation along the channel length and to model the generation of defect under HC stress, in order to improve our understanding of the HC degradation.…”
Section: Can Macroscopic Models Fully Account For Hc Degradation?mentioning
confidence: 99%
“…In our case, both degradation processes were fitted on stress conditions where they dominate the degradation, and verified on a large range of stress conditions. In other works [14,23], only high energy stress conditions were considered, with Vg < Vd. With measurement having a dominant SP process only, one cannot be sure of the parameters of the MP process.…”
Section: Defect Creation: Measurement Versus Simulationmentioning
confidence: 99%
“…Single Particle -induced interface state density along the channel length, calculated after E domi [3] Eqs. (14) and (6) and after the full integration of the DF Eqs. Fig.…”
Section: Defect Creation: Measurement Versus Simulationmentioning
“…(5) and (6) (rigorous integral approach), with the one calculated with Eqs. (14) and (6) (E domi approach), we found similar results, as illustrated in Figs. 11 and 12.…”
Section: Approximation Of Ees Using the Dominant Energy Approachsupporting
confidence: 91%
“…While the Vg = Vd = 4.3 V stress condition has an EES contribution one order of magnitude lower than the non-EES part of the SP process, which may have a significant impact on the macroscopic degradation. Even if the EES contribution may be neglected in some cases, it should always be considered before adding other degradation phenomena into the channel, as it was proposed in [14,23].…”
Section: Approximation Of Ees Using the Dominant Energy Approachmentioning
confidence: 98%
“…Furthermore, depending on the stress condition, the degraded region along the channel length can also greatly vary [12][13][14]. As a consequence, it is necessary to monitor the degradation along the channel length and to model the generation of defect under HC stress, in order to improve our understanding of the HC degradation.…”
Section: Can Macroscopic Models Fully Account For Hc Degradation?mentioning
confidence: 99%
“…In our case, both degradation processes were fitted on stress conditions where they dominate the degradation, and verified on a large range of stress conditions. In other works [14,23], only high energy stress conditions were considered, with Vg < Vd. With measurement having a dominant SP process only, one cannot be sure of the parameters of the MP process.…”
Section: Defect Creation: Measurement Versus Simulationmentioning
confidence: 99%
“…Single Particle -induced interface state density along the channel length, calculated after E domi [3] Eqs. (14) and (6) and after the full integration of the DF Eqs. Fig.…”
Section: Defect Creation: Measurement Versus Simulationmentioning
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