• Title/Summary/Keyword: TTP(Time Temperature Parameter)

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Development of Web-based Creep Property Database (웹기반 크리프 물성 데이터베이스 개발)

  • Huh, Yong-Hak;Baek, Un-Bong;Lee, Wan-Kyu;Park, Whi-Lib;Jung, In-Hyeon
    • Journal of the Korean Society of Safety
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    • v.17 no.4
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    • pp.19-24
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    • 2002
  • User-friendly-web-based database system for searching creep property data was developed. This system includes about 38000 creep data for 270 different materials including low carbon steel, stainless steel and alloy steel. Data on creep rupture, creep deformation, creep crack growth and creeping materials can be searched through this system. Retrieved data is displayed in numeric form and also presented in graphical form for visualizing the data. Furthermore, the creep rupture data is designed to be fitted to a regression equation of logarithmic stress using time-temperature parameter(TTP). The degree of the regression equation, orthogonal polynomials, was determined using analysis of variance.

Application of Minimum Commitment Method for Predicting Long-Term Creep Life of Type 316LN Stainless Steel (Type 316LN 스테인리스강의 장시간 크리프 수명 예측을 위한 최소구속법의 적용)

  • Kim, Woo-Gon;Yin, Song-Nan;Ryu, Woo-Seog;Lee, Chan-Bock
    • Korean Journal of Metals and Materials
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    • v.46 no.3
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    • pp.118-124
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    • 2008
  • Abstract: A minimum commitment method(MCM) was applied to predict the long-term creep rupture life for type 316LN stainless steel(SS). Lots of the creep-rupture data for the type 316LN SS were collected through world-wide literature surveys and the experimental data of KAERI. Using these data, the long-term creep rupture life above ${10}^5$ hour was predicted by means of the MCM. In order to obtain the most appropriate value for the constant A being used in the MCM equation, trial and error method was used for the wide ranges from -0.12 to 0.12, and the best value was determined by using the coefficient of determination, $R^2$ which is a statistical parameter. A suitable value for the A in type 316LN stainless steel was found to be at -0.02 ~ -0.05 ranges. It is considered that the MCM will be superior in creep-life prediction to commonly-used timetemperature parametric method, because the P(T) and G($\sigma$) functions are determined from the regression method based on experimental data.