Frontiers of Mechanical Engineering >
Creep-fatigue crack growth behavior in GH4169 superalloy
Received date: 17 Jun 2017
Accepted date: 20 Aug 2017
Published date: 15 Sep 2019
Copyright
This study aims to examine the crack growth behavior of turbine disc GH4169 superalloy under creep-fatigue loading. Crack growth experiments were performed on compact tension specimens using trapezoidal waveform with dwell time at the maximum load at 650 °C. The crack growth rate of GH4169 superalloy significantly increased with dwell time. The grain boundaries oxidize during the dwell process, thereby inducing an intergranular creep-fatigue fracture mode. In addition, testing data under the same dwell time showed scattering at the crack growth rate. Consequently, a modified model based on the Saxena equation was proposed by introducing a distribution factor for the crack growth rate. Microstructural observation confirmed that the small grain size and high volume fraction of the d phase led to a fast creep-fatigue crack growth rate at 650 °C, thus indicating that two factors, namely, fine grain and presence of the d phase at the grain boundary, increased the amount of weakened interface at high temperature, in which intergranular cracks may form and propagate.
Key words: crack growth rate; creep-fatigue; GH4169 superalloy; CT specimen; dwell time
Dianyin HU , Xiyuan WANG , Jianxing MAO , Rongqiao WANG . Creep-fatigue crack growth behavior in GH4169 superalloy[J]. Frontiers of Mechanical Engineering, 2019 , 14(3) : 369 -376 . DOI: 10.1007/s11465-018-0489-7
1 |
Hu D, Meng F, Liu H,
|
2 |
Hu D, Wang R. Experimental study on creep-fatigue interaction behavior of GH4133B superalloy. Materials Science and Engineering A, 2009, 515(1–2): 183–189
|
3 |
Hu D, Mao J, Song J,
|
4 |
Cowie W, Stein T. Damage tolerant design and test considerations in the engine structural integrity program. In: Proceedings of 21st Structures, Structural Dynamics, and Materials Conference, Structures, Structural Dynamics, and Materials and Co-located Conferences. 1980, 784: 723–728
|
5 |
Zhu S, Huang H, Smith R,
|
6 |
Zhu S, Huang H, Liu Y,
|
7 |
Zhu S, Huang H, Peng W,
|
8 |
Chen W, Chaturvedi M C. The effect of grain boundary precipitates on the creep behavior of Inconel 718. Materials Science and Engineering A, 1994, 183(1–2): 81–89
|
9 |
Lundström E, Simonsson K, Gustafsson D,
|
10 |
Storgärds E, Saarimäki J, Simonsson K,
|
11 |
Yamada Y, Jr Newman J C. Crack closure under high load-ratio conditions for Inconel-718 near threshold behavior. Engineering Fracture Mechanics, 2009, 76(2): 209–220
|
12 |
Yang H, Bao R, Zhang J,
|
13 |
Gustafsson D, Lundström E. High temperature fatigue crack growth behaviour of Inconel 718 under hold time and overload conditions. International Journal of Fatigue, 2013, 48(2): 178–186
|
14 |
Gustafsson D, Moverare J, Johansson S,
|
15 |
Weerasooriyal T. Effect of frequency on fatigue crack growth rate of Inconel 718 at high temperature. ASTM Special Technical Publication, 1988, 969: 907–923
|
16 |
Heuler P, Affeldt E, Wanhill R J H. Effects of loading waveform and stress field on high temperature fatigue crack growth of alloy 718. Materialwissenschaft und Werkstofftechnik, 2003, 34(9): 790–796
|
17 |
Zhu S, Huang H, He L,
|
18 |
Saxena A. A model for predicting the effect of frequency on fatigue crack growth behavior at elevated temperature. Fatigue & Fracture of Engineering Materials & Structures, 1980, 3(3): 247–255
|
19 |
Djavanroodi F. Creep-fatigue crack growth interaction in nickel base supperalloy. American Journal of Applied Sciences, 2008, 5(5): 454–460
|
20 |
Yang H, Bao R, Zhang J. An interaction crack growth model for creep-brittle superalloys with high temperature dwell time. Engineering Fracture Mechanics, 2014, 124–125: 112–120
|
21 |
American Society for Testing and Materials. Standard Test Method for Measurement of Fatigue Crack Growth Rates. West Conshohocken: ASTM International, 2013, ASTM E647–13
|
22 |
Srawley J E. Wide range stress intensity factor expressions for ASTM E 399 standard fracture toughness specimens. International Journal of Fracture, 1976, 12(3): 475–476
|
23 |
Saxena A, Williams R S, Shih T T. A model for representing and predicting the influence of hold time on fatigue crack growth behavior at elevated temperature. ASTM Special Technical Publication, 1981, 743: 86–99
|
24 |
Yang J, Manning S D. A simple second order approximation for stochastic crack growth analysis. Engineering Fracture Mechanics, 1996, 53(5): 677–686
|
25 |
Jiang R, Everitt S, Lewandowski M,
|
26 |
Kuo C, Yang Y, Bor H,
|
27 |
American Society for Testing and Materials. Standard Test Methods for Determining Average Grain Size. West Conshohocken: ASTM International, 2013, ASTM E112–13
|
28 |
Azadian S, Wei L Y, Warren R. Delta phase precipitation in Inconel 718. Materials Characterization, 2004, 53(1): 7–16
|
29 |
He D, Lin Y, Chen M,
|
30 |
Lin Y, He D, Chen M,
|
31 |
Lin Y, Wu X, Chen X,
|
32 |
Kong Y, Liu R, Chen G,
|
/
〈 | 〉 |