A Study on the High Temperature Creep Crack Growth Properties for Steam Turbine Rotor Steel under Static and Cyclic Loading Condition

화력 발전용 고압 로터강의 정하중 및 변동하중하의 고온 크립 균열전파 특성에 관한 연구

  • 오세규 (부산수산대학교, 기계공학과) ;
  • 정순억 (부산수산대학교, 기계공학과)
  • Published : 1991.12.01

Abstract

The crack length measurements by electrical potential(EP) method for 1% Cr-Mo-V and 12%Cr steel of 0.5T-CT specimen were performed at $500^{\circ}C, 600^{\circ}C 700^{\circ}C$, and an applicability of stress intensity factor($K_I$), net section stress($\sigma_{net}$), $C^*$-ingegral and $C_t$ parameter was studied to measure creep crack growth rate(da/dt) with side groove and without side groove under static and cyclic loading condition. The experimental result could be summarized as follows: 1) Crack measurement by EP method was available and coincided with the Johnson, s analytical equation. 2) da/dt by $K_I$ and $\sigma_{net}$ was not adequate because of the wide scatter band according to load and temperature, but $C^*$-integral, except for transition region, was adequate. 3) $C_t$ parameter showed the best fitted line through total creep region without relating with both temperature and load condition. 4) Under the cyclic loading condition, $C_t$ parameter was proper to extimate da/dt. And it was shown that da/dt for 1% Cr-Mo V steel under the static condition(R=1) was 1.16 times faster than the case under cyclic loading(R=0), and for 12% Cr steel, 1.43 times.

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References

  1. Fracture Mechanics, ASTM STP 905 Creep Crack Growth under Non-Steady State Conditions Ashok Saxena
  2. 鐵と鋼 Application of the Electrical Potential Method to Measurement of Tunnelled Creep Crack Growth of 2.25 Cr-1Mo Steel Akio Fuji;Isamu Yamaya
  3. Met. Trans v.8A Sadannanda,K.;P.Shahinian
  4. Fracture at High Temperatures Riedel,H.
  5. ASTM STP 791 Review and Applic. of the Electric. Potent. Method for Measuri. Crack Growth in Specimens, Flawed Pipes, and Pressure Vessels Wilkowski,G.M.;W.A.Maxey
  6. ASTM E647-88 Standard Test Method for Measurement of Fatigue Crack Growth Rate
  7. Applied Numerical Method Brice Carnahan;H.A.Luther;James O. Wilkes