J. Mater. Sci. Technol. ›› 2018, Vol. 34 ›› Issue (11): 2107-2115.DOI: 10.1016/j.jmst.2018.03.012
Special Issue: Titanium Alloys 2018
• Orginal Article • Previous Articles Next Articles
Yingjie Maab, Sabry S. Youssefab, Xin Fenga, Hao Wangab, Sensen Huangac, Jianke Qiua, Jiafeng Leiab*(), Rui Yang ab*()
Received:
2017-08-17
Revised:
2018-02-11
Accepted:
2018-03-09
Online:
2018-11-20
Published:
2018-11-26
Contact:
Lei Jiafeng,Yang Rui
Yingjie Ma, Sabry S. Youssef, Xin Feng, Hao Wang, Sensen Huang, Jianke Qiu, Jiafeng Lei, Rui Yang. Fatigue crack tip plastic zone of α + β titanium alloy with Widmanstatten microstructure[J]. J. Mater. Sci. Technol., 2018, 34(11): 2107-2115.
Materials | Chemical composition (wt.%) | ||||
---|---|---|---|---|---|
Al | V | O | Fe | Ti | |
Ti-6Al-4V | 6.05 | 4.10 | 0.06 | 0.05 | Bal. |
Table 1 Chemical composition of Ti-6Al-4V alloy employed in this study.
Materials | Chemical composition (wt.%) | ||||
---|---|---|---|---|---|
Al | V | O | Fe | Ti | |
Ti-6Al-4V | 6.05 | 4.10 | 0.06 | 0.05 | Bal. |
Fig. 2. The EBSD morphology of Ti-6Al-4V alloy with Widmanstatten microstructure (a), and (b) the small misorientation between neighboring α lamellas in a single α colony.
Fig. 4. SEM morphology of slipping in fatigue CTPZ including river-shape slipping and straight slipping (a), the river-shape slipping exhibits tortuous path (b).
Fig. 5. Large-scale deformation twinning (pointed by the white arrows) respectively activated in two regions which are relatively long distance from crack surface in CTPZ.
Fig. 6. Deformation twinning in Region A of Fig. 5, (a) EBSD image showing T1 and T2 twinning variants in P1 and P2 parent colony respectively, (b) the {10-12} twining plane indicated by the red line, (c) 3D crystal viewer of the corresponding parent and deformation twinning.
Fig. 8. SF distribution maps of Region A in Fig. 5 respectively based on (a) basal slip {0002} <11-20>, (b) prismatic slip {1-100} <11-20> and (c) pyramidal slip {1-101} <11-20>.
Fig. 9. EBSD characterization of deformation twinning variants in Region B of Fig. 5, (a) six types of twinning variants in two parent α colonies, (b) pole figures of the six {10-12} twinning plane, (c) 3D crystal viewer of the corresponding parents and deformation twins.
Twin variant | SF | |
---|---|---|
T1 | (0-112) [ | 0.497 |
T2 | (01-12) [ | 0.498 |
T3 | (10-12) [- | 0.492 |
T4 | (-1012) [ | 0.479 |
T5 | (0-112) [ | 0.485 |
T6 | (01-12) [ | 0.484 |
Table 2 The six types of twining variants in Fig. 9 and the corresponding SF based on {10-12} twinning.
Twin variant | SF | |
---|---|---|
T1 | (0-112) [ | 0.497 |
T2 | (01-12) [ | 0.498 |
T3 | (10-12) [- | 0.492 |
T4 | (-1012) [ | 0.479 |
T5 | (0-112) [ | 0.485 |
T6 | (01-12) [ | 0.484 |
Fig. 10. Two types of deformation twinning in fatigue CTPZ, (a) SEM image, (b) EBSD image showing T1 and T2 twinning variants in P1 and P2 parent colony respectively, and (c) 3D crystal viewer of the corresponding parent and deformation twinning.
Fig. 11. Scanning white-light interferometry picture showing (a) two-dimensional and (b) three dimensional morphology of the plastic zone, with Kmax = 33.3 MPa m1/2, while the relatively dark color represents the high plastic deformation.
Fig. 12. Scanning white-light interferometry picture showing the range of fatigue CTPZ with three Kmax level: (a) 33.3 MPa m1/2, (b) 50 MPa m1/2, (c) 66.7 MPa m1/2.
Kmax (MPa m1/2) | Measured Monotonic PZS (mm) | Calculated Monotonic PZS (mm) |
---|---|---|
33.3 | ~1 | 0.21 |
50.0 | ~2 | 0.47 |
66.7 | ~2.5 | 0.84 |
Table 3 The measured and calculated PZS under three levels of stress intensity factor.
Kmax (MPa m1/2) | Measured Monotonic PZS (mm) | Calculated Monotonic PZS (mm) |
---|---|---|
33.3 | ~1 | 0.21 |
50.0 | ~2 | 0.47 |
66.7 | ~2.5 | 0.84 |
Fig. 13. Schematic representation of CTPZ in Widmannstatten microstructure, showing large-scale slipping and deformation twinning expand CTPZ range, then generate obviously larger size of CTPZ compared to the size of LEFM.
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