A Stochastic Study on Fatigue Crack Propagation and Retardation Behavior of Pressure Vessel Steel

압력용기용강의 피로균열전파 및 지연거동에 관한 확률통계적 연구

  • 김선진 (부산수산대학교, 기계공학과) ;
  • 남기우 (부산수산대학교, 기계공학과) ;
  • 김부안 (부산수산대학교 재료공학과)
  • Published : 1995.06.01

Abstract

The purpose of the present study is to investigate the statistical characteristics of m and C in the fatigue crack propagation law, da/dN=C(.DELTA.K)/sup m/ and to studies on the randomness of fatigue crack propagation and retardation behavior. Fatigue tests were perfomed on 32 CT specimens of SPV50 steel under the same one condition. First, the value of m and C were determined for each specimen, and all the data were analyzed statistically. second, the material's resistance to fatigue crack propagation is modeled as a stchastic process, which varies randomly along the crack path. The statistical analysis of the material resistance is performed with the data obtained by constant load controlled tests. Finally, retardation behavior was examined experimentally by using a CT specimen, and a retardation parameters were analyzed statistically.

Keywords

References

  1. Eng. Fracture Mechanics v.14 A Critical Analysis of Some Probabilistic Models of Fatigue Crack Growth Kozin,F.;Bogdanoff,J.L.
  2. Eng. Fracture Mechanics v.18 no.2 On Statistical Moments of Fatigue Crack Propagation Lin,Y.K.;Yang,J.N.
  3. AIAA Journal v.23 no.1 A Stochastic Theory of Fatigue Crack Propagation Lin,Y.K.;Yang,J.N.
  4. Eng. Fracture Mechanics v.24 no.5 Time Series Analysis of Fatigue Crack Growth Rate Data Ortiz,K.;Kiremidjian,A.S.
  5. Eng. Fracture Mechanics v.25 no.2 Statistical Analysis of Virkler Data on Fatigue Crack Growth Ditelvsen,O.;Olesen,R.
  6. 日本造船學會論文集 v.141 疲勞壽命の確率分布推定につぃて 板垣浩; 石塚鐵夫;山本 聰
  7. 日機論(A編) v.45 no.429 時間打切り疲勞壽命試驗デ-タのべイズ解析 藤井進;中川陸夫;橋本和彦;河村英敏
  8. 한국해양공학회지 v.5 no.1 피로하중을 받는 표면균열재의 관통거동 및 지연거동 남기우
  9. Journal of Eng. Materials and Technology v.116 A Fatigue Crack Growth Model for Single Overload Tests Goel,H.S.;Satish,Chand
  10. Trans, ASME J. Basic Eng. v.85 A Critical Analysis of Crack Growth Propagation Paris,P.C.;Erdogan,F.
  11. 材料 v.34 no.378 中村武夫疲勞 市川昌弘龜裂傳播法則$da/dN=C(\deltaK)^m$におけるペテメ-タの確率變數化の方法
  12. 日本造船學會論文集 v.170 材質の空間的變動の材料試驗結果につぃて 板垣 浩;石塚 鐵夫;金善振
  13. ASME Journal of Basic Engineering v.94 Spectrum Loading and Crack Growth Wheeler,O.E.
  14. Probabilistic Mrthods in the Theory of Structures Issac Elishakoff
  15. Technical Report, Department of Civil Engineering Mechanics Digital Generation of Non-Gaussian Stochastic Fields Yamazaki,F.;Shinozuka,M.