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Chinese Journal of Materials Research  2022, Vol. 36 Issue (9): 667-678    DOI: 10.11901/1005.3093.2021.187
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Morphology Evolution of Cavity and Energy Dissipation during Superplastic Deformation of 7B04 Al-alloy
YANG Wenjing1,2, LI Guangyu1,2, WANG Jian1,2, DING Hua1,2(), ZHANG Ning3, ZHANG Yanling3, HOU Hongliang3, LI Zhiqiang3
1.School of Materials Science and Engineering, Northeastern University, Shenyang 110819, China
2.Key Laboratory of Lightweight Structural Materials, Liaoning Province, Shenyang 110819, China
3.AVIC Manufacturing Technology Institute, Beijing 100024, China
Cite this article: 

YANG Wenjing, LI Guangyu, WANG Jian, DING Hua, ZHANG Ning, ZHANG Yanling, HOU Hongliang, LI Zhiqiang. Morphology Evolution of Cavity and Energy Dissipation during Superplastic Deformation of 7B04 Al-alloy. Chinese Journal of Materials Research, 2022, 36(9): 667-678.

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Abstract  

Superplastic tensile tests of 7B04 Al-alloy plates with average grain sizes of 10 and 20 μm were carried out at strain rate of 3×10-4 s-1 at 530℃ and with various desired deformation degrees. The results show that, as the deformation degree increases, the evolution of cavity morphology of the alloys follows the following order: cavity nucleation → spherical cavity dispersion → nonspherical cavity elongation along the stretching direction → cavity coalescence along the stretching direction → large-size cavity coalescence in the non-stretching direction. In the deformation stage before tensile fracture, there were polymeric cavities larger than 260 μm in size. At the initial stage of coalescence, the cavities aggregate along the tensile direction did not lead to fracture immediately. Large-size cavities coalesce along the non-tensile direction, which is the basis for judging the instability of materials. According to the experimental data, the cavity growth equation was established and the Cavity Growth Mechanism Map (CGMM) was plotted, including equations related with the nucleation, diffusion growth, plastic growth and aggregation growth of cavities, based on the CGMM the cavity morphology and material instability can be judged. According to the evolution of microstructure a physical model of cavity diffusion and plastic growth was established, based on which the energy dissipation required by cavity evolution during superplastic deformation can be calculated and the energy dissipation diagram can be drawn.

Key words:  metallic materials      cavity growth mechanism map      cavity growth energy dissipation     
Received:  18 March 2021     
ZTFLH:  TG146  
Fund: National Natural Science Foundation of China(51334006)
About author:  DING Hua, Tel: 13898876262, E-mail: dingh@smm.neu.edu.cn

URL: 

https://www.cjmr.org/EN/10.11901/1005.3093.2021.187     OR     https://www.cjmr.org/EN/Y2022/V36/I9/667

ZnMgCuMnFeTiSiAl
5.962.221.600.400.060.040.03Bal.
Table 1  Chemical composition of 7B04 aluminum alloy (mass fraction, %)
Fig.1  Schematic diagram of superplastic tensile specimen (unit: mm)
Fig.2  Distribution of cavities at different strains in 10 μm plates
Fig.3  Distribution of cavities at different strains in 20 μm plates
Fig.4  Relationship between cavity volume fraction (a) and of cavity radius (b) and true strain
Fig.5  Deformed microstructures of specimens at different strains (a) 10 μm; (b) 20 μm
Fig.6  Relationship between grain size and true stain (a) and cavity radius (b)
Fig.7  Schematic diagrams of cavity coalescence in non-horizontal direction
Fig.8  Mechanism map of cavities growth (a) 10 μm plate, (b) 20 μm plate
Fig.9  Physical model of diffusion growth mechanism
Fig.10  Physical model of superplastic growth mechanism
Fig.11  Energy dissipation map of cavitiy evolution (a) 10 μm plate, (b) 20 μm plate
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