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---+ MOS capacitor Measurement %TOC% ---++ First Example Measurement type1 (average) Al-SiO2-Si(0-1) : 2.6pF (50kHz~10MHz) Al-SiO2-p+(3-4) : 130pF (1kHz~1MHz) Al-SiN-SiO2-Si(0-2) : 55pF (5kHz~100kHz) ---+++ ATLAS98 (現SCTのセンサー)のテストストラクチュア * 図面 ( [[%ATTACHURLPATH%/ATLAS98B_HPK2225938754991217.pdf][ATLAS98B_HPK2225938754991217.pdf]]) * <img alt="" 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" /> * -- %USERSIG{KojiNakamura - 2016-04-01}% ---+++ First measurement results Slide from K.Sato is [[https://kds.kek.jp/indico/event/22112/session/1/contribution/2/material/0/0.pdf][here]] ---++ Comments %COMMENT%
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